%------------------------------------------------------------------------------ % File : CSE---1.7 % Problem : ALG379-1 : TPTP v8.2.0. Released v4.1.0. % Transfm : none % Format : tptp:raw % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s % Computer : n004.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 : Mon Jun 24 03:41:32 EDT 2024 % Result : Unsatisfiable 87.51s 87.60s % Output : CNFRefutation 88.10s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.05/0.14 % Problem : ALG379-1 : TPTP v8.2.0. Released v4.1.0. % 0.05/0.14 % Command : java -jar /export/starexec/sandbox2/solver/bin/mcs_scs.jar %d %s % 0.14/0.35 % Computer : n004.cluster.edu % 0.14/0.35 % Model : x86_64 x86_64 % 0.14/0.35 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.14/0.35 % Memory : 8042.1875MB % 0.14/0.35 % OS : Linux 3.10.0-693.el7.x86_64 % 0.14/0.36 % CPULimit : 300 % 0.14/0.36 % WCLimit : 300 % 0.14/0.36 % DateTime : Wed Jun 19 15:53:24 EDT 2024 % 0.14/0.36 % CPUTime : % 0.51/0.59 start to proof:theBenchmark % 87.43/87.54 %------------------------------------------- % 87.43/87.54 % File :CSE---1.7 % 87.43/87.54 % Problem :theBenchmark % 87.43/87.54 % Transform :cnf % 87.43/87.54 % Format :tptp:raw % 87.43/87.54 % Command :java -jar mcs_scs.jar %d %s % 87.43/87.54 % 87.43/87.54 % Result :Theorem 86.620000s % 87.43/87.54 % Output :CNFRefutation 86.620000s % 87.43/87.54 %------------------------------------------- % 87.43/87.54 %------------------------------------------------------------------------------ % 87.43/87.54 % File : ALG379-1 : TPTP v8.2.0. Released v4.1.0. % 87.43/87.54 % Domain : General Algebra % 87.43/87.54 % Problem : Fundamental theorem of algebra 0464_40 % 87.43/87.54 % Version : Especial. % 87.43/87.54 % English : % 87.43/87.54 % 87.43/87.54 % Refs : [Nip10] Nipkow (2010), Email to Geoff Sutcliffe % 87.43/87.54 % : [BN10] Boehme & Nipkow (2010), Sledgehammer: Judgement Day % 87.43/87.54 % Source : [Nip10] % 87.43/87.54 % Names : Fundamental_Theorem_Algebra-0464_40 [Nip10] % 87.43/87.54 % 87.43/87.54 % Status : Unsatisfiable % 87.43/87.54 % Rating : 0.10 v8.1.0, 0.16 v7.4.0, 0.12 v7.3.0, 0.17 v7.0.0, 0.27 v6.4.0, 0.20 v6.3.0, 0.18 v6.2.0, 0.40 v6.1.0, 0.36 v6.0.0, 0.40 v5.5.0, 0.75 v5.3.0, 0.78 v5.2.0, 0.69 v5.1.0, 0.71 v5.0.0, 0.64 v4.1.0 % 87.43/87.54 % Syntax : Number of clauses : 1097 ( 182 unt; 143 nHn; 742 RR) % 87.43/87.54 % Number of literals : 3009 ( 572 equ;1775 neg) % 87.43/87.54 % Maximal clause size : 6 ( 2 avg) % 87.43/87.55 % Maximal term depth : 6 ( 1 avg) % 87.43/87.55 % Number of predicates : 73 ( 72 usr; 0 prp; 1-3 aty) % 87.43/87.55 % Number of functors : 42 ( 42 usr; 7 con; 0-4 aty) % 87.43/87.55 % Number of variables : 2645 ( 89 sgn) % 87.43/87.55 % SPC : CNF_UNS_RFO_SEQ_NHN % 87.43/87.55 % 87.43/87.55 % Comments : % 87.43/87.55 %------------------------------------------------------------------------------ % 87.43/87.55 cnf(cls_order__le__neq__trans_0,axiom, % 87.43/87.55 ( ~ class_Orderings_Oorder(T_a) % 87.43/87.55 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.43/87.55 | V_a = V_b % 87.43/87.55 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_order__neq__le__trans_0,axiom, % 87.43/87.55 ( ~ class_Orderings_Oorder(T_a) % 87.43/87.55 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.43/87.55 | ~ c_lessequals(V_a,V_b,T_a) % 87.43/87.55 | V_a = V_b ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_linorder__antisym__conv1_0,axiom, % 87.43/87.55 ( ~ class_Orderings_Olinorder(T_a) % 87.43/87.55 | V_x = V_y % 87.43/87.55 | ~ c_lessequals(V_x,V_y,T_a) % 87.43/87.55 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_linorder__antisym__conv2_0,axiom, % 87.43/87.55 ( ~ class_Orderings_Olinorder(T_a) % 87.43/87.55 | V_x = V_y % 87.43/87.55 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.43/87.55 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_xt1_I12_J_0,axiom, % 87.43/87.55 ( ~ class_Orderings_Oorder(T_a) % 87.43/87.55 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.43/87.55 | ~ c_lessequals(V_b,V_a,T_a) % 87.43/87.55 | V_a = V_b ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_xt1_I11_J_0,axiom, % 87.43/87.55 ( ~ class_Orderings_Oorder(T_a) % 87.43/87.55 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.43/87.55 | V_a = V_b % 87.43/87.55 | ~ c_lessequals(V_b,V_a,T_a) ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_divide__right__mono_0,axiom, % 87.43/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.43/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.43/87.55 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_c,T_a),c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.43/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.43/87.55 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_divide__right__mono__neg_0,axiom, % 87.43/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.43/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.43/87.55 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),c_HOL_Oinverse__class_Odivide(V_a,V_c,T_a),T_a) % 87.43/87.55 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.43/87.55 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_split__mult__pos__le_0,axiom, % 87.43/87.55 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.43/87.55 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 87.43/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.43/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_split__mult__pos__le_1,axiom, % 87.43/87.55 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.43/87.55 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 87.43/87.55 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.43/87.55 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.43/87.55 % 87.43/87.55 cnf(cls_mult__nonpos__nonpos_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.55 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 87.51/87.55 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zero__le__square_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.55 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_a,T_a),T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zero__le__mult__iff_4,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.55 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 87.51/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zero__le__mult__iff_5,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.55 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 87.51/87.55 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_mult__nonneg__nonneg_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 87.51/87.55 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 87.51/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_right__inverse__eq_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.55 | c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a) != c_HOL_Oone__class_Oone(T_a) % 87.51/87.55 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.55 | V_a = V_b ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_real__0__less__add__iff_0,axiom, % 87.51/87.55 ( c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_real__0__less__add__iff_1,axiom, % 87.51/87.55 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_class__ring_Oneg__mul_0,axiom, % 87.51/87.55 ( ~ class_Int_Onumber__ring(T_a) % 87.51/87.55 | c_HOL_Ouminus__class_Ouminus(V_x,T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Ouminus__class_Ouminus(c_HOL_Oone__class_Oone(T_a),T_a),V_x,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_real__less__def_2,axiom, % 87.51/87.55 ( c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) % 87.51/87.55 | V_x = V_y % 87.51/87.55 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_order__le__less_0,axiom, % 87.51/87.55 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.55 | V_x = V_y % 87.51/87.55 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.55 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_order__less__le_2,axiom, % 87.51/87.55 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.55 | V_x = V_y % 87.51/87.55 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_inf__period_I4_J_1,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Odvd(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Ocomm__ring(T_a) % 87.51/87.55 | c_Ring__and__Field_Odvd__class_Odvd(V_d,c_HOL_Oplus__class_Oplus(V_x,V_t,T_a),T_a) % 87.51/87.55 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_d,c_HOL_Oplus__class_Oplus(c_HOL_Ominus__class_Ominus(V_x,c_HOL_Otimes__class_Otimes(V_k,V_D,T_a),T_a),V_t,T_a),T_a) % 87.51/87.55 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_d,V_D,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_inf__period_I4_J_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Odvd(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Ocomm__ring(T_a) % 87.51/87.55 | c_Ring__and__Field_Odvd__class_Odvd(V_d,c_HOL_Oplus__class_Oplus(c_HOL_Ominus__class_Ominus(V_x,c_HOL_Otimes__class_Otimes(V_k,V_D,T_a),T_a),V_t,T_a),T_a) % 87.51/87.55 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_d,c_HOL_Oplus__class_Oplus(V_x,V_t,T_a),T_a) % 87.51/87.55 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_d,V_D,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_real__of__nat__Suc__gt__zero_0,axiom, % 87.51/87.55 c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealDef_Oreal(c_Suc(V_n),tc_nat),tc_RealDef_Oreal) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zmod__simps_I1_J_0,axiom, % 87.51/87.55 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.55 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(c_Divides_Odiv__class_Omod(V_a,V_c,T_a),V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zmod__simps_I2_J_0,axiom, % 87.51/87.55 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.55 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,c_Divides_Odiv__class_Omod(V_b,V_c,T_a),T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_le__eqI_0,axiom, % 87.51/87.55 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.55 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 87.51/87.55 | c_lessequals(V_y_H,V_x_H,T_a) % 87.51/87.55 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_le__eqI_1,axiom, % 87.51/87.55 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.55 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 87.51/87.55 | c_lessequals(V_y,V_x,T_a) % 87.51/87.55 | ~ c_lessequals(V_y_H,V_x_H,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_less__eqI_0,axiom, % 87.51/87.55 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.55 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_x_H,V_y_H,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_less__eqI_1,axiom, % 87.51/87.55 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.55 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(V_x_H,V_y_H,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_rp_0,axiom, % 87.51/87.55 c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),v_r,tc_RealDef_Oreal) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_inverse__zero_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oinverse__class_Oinverse(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_inverse__nonzero__iff__nonzero_1,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oinverse__class_Oinverse(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_nonzero__inverse__eq__imp__eq_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.55 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) != c_HOL_Oinverse__class_Oinverse(V_b,T_a) % 87.51/87.55 | V_a = V_b % 87.51/87.55 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.55 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_inverse__eq__iff__eq_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) != c_HOL_Oinverse__class_Oinverse(V_b,T_a) % 87.51/87.55 | V_a = V_b ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_of__real__eq__0__iff_0,axiom, % 87.51/87.55 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.55 | c_RealVector_Oof__real(V_x,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.55 | V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_mult__strict__mono_H_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.55 | 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) % 87.51/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_mult__idem_0,axiom, % 87.51/87.55 ( ~ class_OrderedGroup_Oab__semigroup__idem__mult(T_a) % 87.51/87.55 | c_HOL_Otimes__class_Otimes(V_x,V_x,T_a) = V_x ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_divide__nonpos__pos_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 87.51/87.55 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_divide__nonneg__neg_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_abs__real__of__nat__cancel_0,axiom, % 87.51/87.55 c_HOL_Oabs__class_Oabs(c_RealDef_Oreal(V_x,tc_nat),tc_RealDef_Oreal) = c_RealDef_Oreal(V_x,tc_nat) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zero__less__divide__iff_3,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zero__less__divide__iff_2,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zero__less__divide__iff_1,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_zero__less__divide__iff_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_g_I1_J_0,axiom, % 87.51/87.55 c_lessequals(c_RealVector_Onorm__class_Onorm(v_g____(V_n),tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_mult__imp__less__div__pos_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_z,c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),V_x,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_mult__imp__div__pos__less_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),V_z,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_less__divide__eq_6,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.55 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.55 % 87.51/87.55 cnf(cls_less__divide__eq_0,axiom, % 87.51/87.55 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.55 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.55 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_divide__less__eq_6,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.56 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_divide__less__eq_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.56 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_inverse__unique_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Oone__class_Oone(T_a) % 87.51/87.56 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) = V_b ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_real__vector_Oscale__one_0,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.56 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_x,T_a) = V_x ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_Suc__n__not__n_0,axiom, % 87.51/87.56 c_Suc(V_n) != V_n ). % 87.51/87.56 % 87.51/87.56 cnf(cls_n__not__Suc__n_0,axiom, % 87.51/87.56 V_n != c_Suc(V_n) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_sum__squares__eq__zero__iff_1,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,T_a),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a),T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.56 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_sum__squares__eq__zero__iff_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,T_a),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a),T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.56 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_class__ringb_Oadd__scale__eq__noteq_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.56 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.56 | c_HOL_Oplus__class_Oplus(V_x,c_HOL_Otimes__class_Otimes(V_r,V_c,T_a),T_a) != c_HOL_Oplus__class_Oplus(V_x,c_HOL_Otimes__class_Otimes(V_r,V_d,T_a),T_a) % 87.51/87.56 | V_c = V_d % 87.51/87.56 | V_r = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__right__mono__neg_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.56 | 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) % 87.51/87.56 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_b,V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__left__mono__neg_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.56 | 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) % 87.51/87.56 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_b,V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__right__mono_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Omult__mono(T_a) % 87.51/87.56 | 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) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.56 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__left__mono_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Omult__mono(T_a) % 87.51/87.56 | 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) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.56 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__mono1_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Omult__mono1(T_a) % 87.51/87.56 | 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) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.56 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_inverse__divide_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.56 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.56 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(V_b,V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_inverse__negative__imp__negative_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_DERIV__inverse__lemma_0,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__normed__field(T_a) % 87.51/87.56 | c_HOL_Oinverse__class_Odivide(c_HOL_Ominus__class_Ominus(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a),V_h,T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Odivide(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_h,T_a),T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a),T_a) % 87.51/87.56 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.56 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_norm__sgn_1,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.56 | c_RealVector_Onorm__class_Onorm(c_HOL_Osgn__class_Osgn(V_x,T_a),T_a) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) % 87.51/87.56 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_real__sqrt__eq__iff_0,axiom, % 87.51/87.56 ( c_NthRoot_Osqrt(V_x) != c_NthRoot_Osqrt(V_y) % 87.51/87.56 | V_x = V_y ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_pos__add__strict_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(V_b,V_c,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_dvd__mult__right_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | c_Ring__and__Field_Odvd__class_Odvd(V_b,V_c,T_a) % 87.51/87.56 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_dvd__mult__left_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) % 87.51/87.56 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_dvd__mult2_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) % 87.51/87.56 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_dvd__mult_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) % 87.51/87.56 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_real__sqrt__ge__zero_0,axiom, % 87.51/87.56 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x),tc_RealDef_Oreal) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_real__sqrt__ge__0__iff_0,axiom, % 87.51/87.56 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_real__sqrt__ge__0__iff_1,axiom, % 87.51/87.56 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__le__D2_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__le__interval__iff_0,axiom, % 87.51/87.56 ( c_lessequals(c_HOL_Ouminus__class_Ouminus(V_r,tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) % 87.51/87.56 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_x,tc_RealDef_Oreal),V_r,tc_RealDef_Oreal) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_cos__le__one_0,axiom, % 87.51/87.56 c_lessequals(c_Transcendental_Ocos(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__pos__neg2_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.56 | 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) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__pos__neg_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.56 | 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) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__neg__pos_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.56 | 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) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__le__0__iff_3,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.56 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__le__0__iff_2,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__le__0__iff_1,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__le__0__iff_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mod__add__self2_0,axiom, % 87.51/87.56 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.56 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_b,T_a) = c_Divides_Odiv__class_Omod(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mod__add__self1_0,axiom, % 87.51/87.56 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.56 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_b,V_a,T_a),V_b,T_a) = c_Divides_Odiv__class_Omod(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__less__iff_2,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_zero__less__norm__iff_1,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(V_x,T_a),tc_RealDef_Oreal) % 87.51/87.56 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_one__dvd_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Oone__class_Oone(T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_neg__le__0__iff__le_1,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_neg__le__0__iff__le_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_one__less__inverse__iff_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.56 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__left__idem_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Oab__semigroup__idem__mult(T_a) % 87.51/87.56 | 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) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_less__add__one_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oone__class_Oone(T_a),T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_le__eq__neg_1,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.56 | c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_le__eq__neg_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_real__add__le__0__iff_0,axiom, % 87.51/87.56 ( c_lessequals(V_y,c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.56 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_real__add__le__0__iff_1,axiom, % 87.51/87.56 ( c_lessequals(c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.56 | ~ c_lessequals(V_y,c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__frac__frac_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.56 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Oinverse__class_Odivide(V_z,V_w,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_x,V_z,T_a),c_HOL_Otimes__class_Otimes(V_y,V_w,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__eq__mult_3,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Opordered__ring__abs(T_a) % 87.51/87.56 | c_HOL_Oabs__class_Oabs(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__eq__mult_2,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Opordered__ring__abs(T_a) % 87.51/87.56 | c_HOL_Oabs__class_Oabs(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.56 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__eq__mult_1,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Opordered__ring__abs(T_a) % 87.51/87.56 | c_HOL_Oabs__class_Oabs(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__eq__mult_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Opordered__ring__abs(T_a) % 87.51/87.56 | c_HOL_Oabs__class_Oabs(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__mult_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.56 | c_HOL_Oabs__class_Oabs(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_add__le__cancel__right_1,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_add__le__cancel__right_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.56 | c_lessequals(V_a,V_b,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_add__le__cancel__left_1,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Oplus__class_Oplus(V_c,V_a,T_a),c_HOL_Oplus__class_Oplus(V_c,V_b,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_add__le__cancel__left_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.56 | c_lessequals(V_a,V_b,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_c,V_a,T_a),c_HOL_Oplus__class_Oplus(V_c,V_b,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_add__right__mono_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_add__left__mono_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Oplus__class_Oplus(V_c,V_a,T_a),c_HOL_Oplus__class_Oplus(V_c,V_b,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_real__add__left__mono_0,axiom, % 87.51/87.56 ( c_lessequals(c_HOL_Oplus__class_Oplus(V_z,V_x,tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(V_z,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.56 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_dvd__mult__cancel__right_1,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.56 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a),c_HOL_Otimes__class_Otimes(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_dvd__mult__cancel__left_1,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.56 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_norm__triangle__ineq4_0,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.56 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a),c_HOL_Oplus__class_Oplus(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_dvd__trans_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) % 87.51/87.56 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_b,V_c,T_a) % 87.51/87.56 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_of__real__def_0,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.56 | c_RealVector_Oof__real(V_r,T_a) = c_RealVector_OscaleR__class_OscaleR(V_r,c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__triangle__ineq2_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ominus__class_Ominus(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_ab__semigroup__mult__class_Omult__ac_I1_J_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Oab__semigroup__mult(T_a) % 87.51/87.56 | 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) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_class__semiring_Osemiring__rules_I16_J_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | 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) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_class__semiring_Osemiring__rules_I17_J_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | 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) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_class__semiring_Osemiring__rules_I18_J_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | 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) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_class__semiring_Osemiring__rules_I19_J_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | 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) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_class__semiring_Omul__a_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | 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) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_class__semiring_Osemiring__rules_I8_J_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__right_Oadd_0,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(V_xa,c_HOL_Oplus__class_Oplus(V_x,V_y,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_xa,V_x,T_a),c_HOL_Otimes__class_Otimes(V_xa,V_y,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult_Oadd__right_0,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Oplus__class_Oplus(V_b,V_b_H,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Otimes__class_Otimes(V_a,V_b_H,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult__left_Oadd_0,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_x,V_y,T_a),V_ya,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_ya,T_a),c_HOL_Otimes__class_Otimes(V_y,V_ya,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_mult_Oadd__left_0,axiom, % 87.51/87.56 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_a,V_a_H,T_a),V_b,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Otimes__class_Otimes(V_a_H,V_b,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_class__semiring_Omul__d_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(V_x,c_HOL_Oplus__class_Oplus(V_y,V_z,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),c_HOL_Otimes__class_Otimes(V_x,V_z,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_comm__semiring__class_Odistrib_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Ocomm__semiring(T_a) % 87.51/87.56 | c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_frac__less_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_x,V_z,T_a),c_HOL_Oinverse__class_Odivide(V_y,V_w,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_w,V_z,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_w,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_zero__less__double__add__iff__zero__less__single__add_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_zero__less__double__add__iff__zero__less__single__add_1,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.56 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_abs__minus__commute_0,axiom, % 87.51/87.56 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.56 | c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a) = c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_one__le__inverse__iff_2,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.56 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.56 | c_lessequals(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) % 87.51/87.56 | ~ c_lessequals(V_x,c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.56 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_zero__le__mult__iff_0,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_zero__le__mult__iff_1,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_zero__le__mult__iff_2,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.56 % 87.51/87.56 cnf(cls_zero__le__mult__iff_3,axiom, % 87.51/87.56 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.56 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.56 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.56 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_sin__le__one_0,axiom, % 87.51/87.57 c_lessequals(c_Transcendental_Osin(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_sum__squares__gt__zero__iff_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(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),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_nonzero__inverse__eq__divide_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_a,T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__cos__le__one_0,axiom, % 87.51/87.57 c_lessequals(c_HOL_Oabs__class_Oabs(c_Transcendental_Ocos(V_x),tc_RealDef_Oreal),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__one_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oabs__class_Oabs(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__semiring_Osemiring__rules_I1_J_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_m,T_a),c_HOL_Otimes__class_Otimes(V_b,V_m,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_m,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_diff__frac__eq_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Oinverse__class_Odivide(V_w,V_z,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_x,V_z,T_a),c_HOL_Otimes__class_Otimes(V_w,V_y,T_a),T_a),c_HOL_Otimes__class_Otimes(V_y,V_z,T_a),T_a) % 87.51/87.57 | V_z = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_zero__less__two_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(c_HOL_Oone__class_Oone(T_a),c_HOL_Oone__class_Oone(T_a),T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_field__inverse_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Oinverse(V_a,T_a),V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_left__inverse_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.57 | c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Oinverse(V_a,T_a),V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_right__inverse_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.57 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) = c_HOL_Oone__class_Oone(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__mono_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__semiring(T_a) % 87.51/87.57 | 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) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(V_c,V_d,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__mono_H_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__semiring(T_a) % 87.51/87.57 | 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) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.57 | ~ c_lessequals(V_c,V_d,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_nonzero__norm__divide_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__normed__field(T_a) % 87.51/87.57 | c_RealVector_Onorm__class_Onorm(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_sgn__sgn_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Osgn__class_Osgn(c_HOL_Osgn__class_Osgn(V_a,T_a),T_a) = c_HOL_Osgn__class_Osgn(V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_norm__ge__zero_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(V_x,T_a),tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__less__eq_2,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__less__eq_3,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__less__eq_8,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__less__eq_9,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_less__divide__eq_2,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_less__divide__eq_3,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_less__divide__eq_8,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_less__divide__eq_9,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__less__cancel__left__disj_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__less__cancel__left__disj_3,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__less__cancel__right__disj_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__less__cancel__right__disj_3,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_sin__zero_0,axiom, % 87.51/87.57 c_Transcendental_Osin(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__sqrt__divide_0,axiom, % 87.51/87.57 c_NthRoot_Osqrt(c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal)) = c_HOL_Oinverse__class_Odivide(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__neg__neg_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__pos__pos_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_zero__less__divide__iff_4,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_zero__less__divide__iff_5,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__of__nat__Suc_0,axiom, % 87.51/87.57 c_RealDef_Oreal(c_Suc(V_n),tc_nat) = c_HOL_Oplus__class_Oplus(c_RealDef_Oreal(V_n,tc_nat),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__sqrt__zero_0,axiom, % 87.51/87.57 c_NthRoot_Osqrt(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_of__real__1_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.57 | c_RealVector_Oof__real(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__sqrt__le__1__iff_1,axiom, % 87.51/87.57 ( c_lessequals(c_NthRoot_Osqrt(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.57 | ~ c_lessequals(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__sqrt__le__1__iff_0,axiom, % 87.51/87.57 ( c_lessequals(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.57 | ~ c_lessequals(c_NthRoot_Osqrt(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_one__less__inverse__iff_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_x,c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_dvd__add_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.57 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_inverse__add_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_division__ring__inverse__add_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__sgn_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oabs__class_Oabs(V_k,T_a) = c_HOL_Otimes__class_Otimes(V_k,c_HOL_Osgn__class_Osgn(V_k,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_group__add__class_Odiff__0_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_gt__half__sum_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Oone__class_Oone(T_a),c_HOL_Oone__class_Oone(T_a),T_a),T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_less__half__sum_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Oone__class_Oone(T_a),c_HOL_Oone__class_Oone(T_a),T_a),T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_cos__arctan__not__zero_0,axiom, % 87.51/87.57 c_Transcendental_Ocos(c_Transcendental_Oarctan(V_x)) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__frac__num_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),V_z,T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Oplus__class_Oplus(V_x,c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),T_a),V_y,T_a) % 87.51/87.57 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__num__frac_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(V_z,c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Oplus__class_Oplus(V_x,c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),T_a),V_y,T_a) % 87.51/87.57 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__semiring_Osemiring__rules_I20_J_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Oplus__class_Oplus(V_c,V_d,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_d,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_Deriv_Oinverse__diff__inverse_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a),T_a) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_diff__def_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) = c_HOL_Oplus__class_Oplus(V_x,c_HOL_Ouminus__class_Ouminus(V_y,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__ring_Osub__add_0,axiom, % 87.51/87.57 ( ~ class_Int_Onumber__ring(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) = c_HOL_Oplus__class_Oplus(V_x,c_HOL_Ouminus__class_Ouminus(V_y,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_diff__minus_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_a,V_b,T_a) = c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_ab__diff__minus_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_a,V_b,T_a) = c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_nonzero__minus__divide__divide_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Odivide(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_Rational_Oordered__idom__class_Osgn__less_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Osgn__class_Osgn(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_Rational_Oordered__idom__class_Osgn__less_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Osgn__class_Osgn(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__strict__right__mono_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_a,V_c,T_a),c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__strict__right__mono__neg_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_a,V_c,T_a),c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mod__diff__eq_0,axiom, % 87.51/87.57 ( ~ class_Divides_Oring__div(T_a) % 87.51/87.57 | c_Divides_Odiv__class_Omod(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Ominus__class_Ominus(c_Divides_Odiv__class_Omod(V_a,V_c,T_a),c_Divides_Odiv__class_Omod(V_b,V_c,T_a),T_a),V_c,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__nonneg__pos_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__nonpos__neg_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__left__le__one__le_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_y,V_x,T_a),V_x,T_a) % 87.51/87.57 | ~ c_lessequals(V_y,c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__right__le__one__le_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),V_x,T_a) % 87.51/87.57 | ~ c_lessequals(V_y,c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__1_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Odivide(V_a,c_HOL_Oone__class_Oone(T_a),T_a) = V_a ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__self__if_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Odivide(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__le__interval__iff_2,axiom, % 87.51/87.57 ( c_lessequals(c_HOL_Oabs__class_Oabs(V_x,tc_RealDef_Oreal),V_r,tc_RealDef_Oreal) % 87.51/87.57 | ~ c_lessequals(V_x,V_r,tc_RealDef_Oreal) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_r,tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__leI_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__le__iff_2,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__less__sum__gt__zero_0,axiom, % 87.51/87.57 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(V_S,c_HOL_Ouminus__class_Ouminus(V_W,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_W,V_S,tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__sum__gt__zero__less_0,axiom, % 87.51/87.57 ( c_HOL_Oord__class_Oless(V_W,V_S,tc_RealDef_Oreal) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(V_S,c_HOL_Ouminus__class_Ouminus(V_W,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__ringb_Oadd__cancel_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.57 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(V_x,V_y,T_a) != c_HOL_Oplus__class_Oplus(V_x,V_z,T_a) % 87.51/87.57 | V_y = V_z ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__imp__eq_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Ocancel__ab__semigroup__add(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) != c_HOL_Oplus__class_Oplus(V_a,V_c,T_a) % 87.51/87.57 | V_b = V_c ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__left__cancel_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Ocancel__semigroup__add(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) != c_HOL_Oplus__class_Oplus(V_a,V_c,T_a) % 87.51/87.57 | V_b = V_c ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_dvd__refl_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.57 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_scaleR__right_Odiff_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.57 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Ominus__class_Ominus(V_x,V_y,T_a),T_a) = c_HOL_Ominus__class_Ominus(c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a),c_RealVector_OscaleR__class_OscaleR(V_a,V_y,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_scaleR_Odiff__right_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.57 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Ominus__class_Ominus(V_b,V_b_H,T_a),T_a) = c_HOL_Ominus__class_Ominus(c_RealVector_OscaleR__class_OscaleR(V_a,V_b,T_a),c_RealVector_OscaleR__class_OscaleR(V_a,V_b_H,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__of__nonneg_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.57 | c_HOL_Oabs__class_Oabs(V_a,T_a) = V_a % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_arctan__zero__zero_0,axiom, % 87.51/87.57 c_Transcendental_Oarctan(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_linorder__neqE__ordered__idom_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.57 | V_x = V_y ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_not__less__iff__gr__or__eq_0,axiom, % 87.51/87.57 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.57 | V_x = V_y % 87.51/87.57 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_linorder__antisym__conv3_0,axiom, % 87.51/87.57 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.57 | V_x = V_y % 87.51/87.57 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_linorder__less__linear_0,axiom, % 87.51/87.57 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 87.51/87.57 | V_x = V_y % 87.51/87.57 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_order__antisym__conv_0,axiom, % 87.51/87.57 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.57 | V_x = V_y % 87.51/87.57 | ~ c_lessequals(V_x,V_y,T_a) % 87.51/87.57 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_order__eq__iff_2,axiom, % 87.51/87.57 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.57 | V_x = V_y % 87.51/87.57 | ~ c_lessequals(V_y,V_x,T_a) % 87.51/87.57 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_linorder__neqE_0,axiom, % 87.51/87.57 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.57 | V_x = V_y ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_order__antisym_0,axiom, % 87.51/87.57 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.57 | V_x = V_y % 87.51/87.57 | ~ c_lessequals(V_y,V_x,T_a) % 87.51/87.57 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__le__antisym_0,axiom, % 87.51/87.57 ( V_z = V_w % 87.51/87.57 | ~ c_lessequals(V_w,V_z,tc_RealDef_Oreal) % 87.51/87.57 | ~ c_lessequals(V_z,V_w,tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__sqrt__not__eq__zero_0,axiom, % 87.51/87.57 ( c_NthRoot_Osqrt(V_x) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_eq__divide__imp_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | V_c = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_a = c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_c,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__eq__imp_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | V_c = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_c,T_a) = V_a ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_estimate__by__abs_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Olordered__ab__group__add__abs(T_a) % 87.51/87.57 | c_lessequals(V_a,c_HOL_Oplus__class_Oplus(V_c,c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_eq__divide__eq_3,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | V_a = c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_c,T_a) % 87.51/87.57 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__eq__eq_3,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_c,T_a) = V_a % 87.51/87.57 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__le__0__1__iff_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__le__0__1__iff_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__le__zero__iff_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_inverse__less__1__iff_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_norm__add__less_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(c_HOL_Oplus__class_Oplus(V_x,V_y,T_a),T_a),c_HOL_Oplus__class_Oplus(V_r,V_s,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(V_y,T_a),V_s,tc_RealDef_Oreal) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(V_x,T_a),V_r,tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_zero__less__norm__iff_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(c_HOL_Ozero__class_Ozero(T_a),T_a),tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__semiring_Osemiring__rules_I15_J_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.57 | 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__semiring_Osemiring__rules_I14_J_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.57 | 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__semiring_Osemiring__rules_I13_J_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.57 | 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_sum__squares__le__zero__iff_2,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oplus__class_Oplus(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),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_of__real__0_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.57 | c_RealVector_Oof__real(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_of__real_Ozero_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.57 | ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.57 | c_RealVector_Oof__real(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__nonpos__neg_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__neg__nonpos_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__div__pos_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Odivide(c_HOL_Oabs__class_Oabs(V_x,T_a),V_y,T_a) = c_HOL_Oabs__class_Oabs(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_le__divide__eq_8,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__le__eq_8,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_not__sum__squares__lt__zero_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,T_a),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a),T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_one__neq__zero_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ozero__neq__one(T_a) % 87.51/87.57 | c_HOL_Oone__class_Oone(T_a) != c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_sgn__if_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Osgn__if(T_a) % 87.51/87.57 | c_HOL_Osgn__class_Osgn(V_x,T_a) = c_HOL_Oone__class_Oone(T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 87.51/87.57 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__less__iff_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_zero__less__mult__pos2_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_zero__less__mult__pos_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__pos__pos_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.57 | 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) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__neg__neg_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | 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) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_double__add__less__zero__iff__single__less__zero_1,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_double__add__less__zero__iff__single__less__zero_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_even__less__0__iff_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_even__less__0__iff_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__eq__0__iff_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a) % 87.51/87.57 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_no__zero__divisors_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ono__zero__divisors(T_a) % 87.51/87.57 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_no__zero__divirors__neq0_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ono__zero__divisors(T_a) % 87.51/87.57 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_diff__divide__distrib_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Odivide(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_c,T_a) = c_HOL_Ominus__class_Ominus(c_HOL_Oinverse__class_Odivide(V_a,V_c,T_a),c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide_Odiff_0,axiom, % 87.51/87.57 ( ~ class_RealVector_Oreal__normed__field(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Odivide(c_HOL_Ominus__class_Ominus(V_x,V_y,T_a),V_ya,T_a) = c_HOL_Ominus__class_Ominus(c_HOL_Oinverse__class_Odivide(V_x,V_ya,T_a),c_HOL_Oinverse__class_Odivide(V_y,V_ya,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__of__nat__inject_0,axiom, % 87.51/87.57 ( c_RealDef_Oreal(V_n,tc_nat) != c_RealDef_Oreal(V_m,tc_nat) % 87.51/87.57 | V_n = V_m ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__nonneg__eq__0__iff_1,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(V_x,V_y,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 87.51/87.57 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__nonneg__eq__0__iff_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(V_x,V_y,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 87.51/87.57 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_double__eq__0__iff_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(V_a,V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_Rational_Oordered__idom__class_Osgn__greater_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Osgn__class_Osgn(V_a,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_Rational_Oordered__idom__class_Osgn__greater_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Osgn__class_Osgn(V_a,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_dvd__diff_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 87.51/87.57 | c_Ring__and__Field_Odvd__class_Odvd(V_x,c_HOL_Ominus__class_Ominus(V_y,V_z,T_a),T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,V_z,T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_eq__iff__diff__eq__0_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_right__minus__eq_1,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_diff__0__right_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_diff__self_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_a,V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__ringb_Osubr0__iff_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.57 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.57 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__of__neg_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.57 | c_HOL_Oabs__class_Oabs(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__if_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oabs__if(T_a) % 87.51/87.57 | c_HOL_Oabs__class_Oabs(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__if__lattice_0,axiom, % 87.51/87.57 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.57 | ~ class_OrderedGroup_Olordered__ab__group__add__abs(T_a) % 87.51/87.57 | c_HOL_Oabs__class_Oabs(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__abs__def_0,axiom, % 87.51/87.57 ( c_HOL_Oabs__class_Oabs(V_r,tc_RealDef_Oreal) = c_HOL_Ouminus__class_Ouminus(V_r,tc_RealDef_Oreal) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(V_r,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__less__imp__less__right_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__less__imp__less__left_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__right__less__imp__less_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__semiring(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__left__less__imp__less_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__semiring(T_a) % 87.51/87.57 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__imp__le__div__pos_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_lessequals(V_z,c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),V_x,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__imp__div__pos__le_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),V_z,T_a) % 87.51/87.57 | ~ c_lessequals(V_x,c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_le__divide__eq_6,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_le__divide__eq_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__le__eq_6,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__le__eq_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.57 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_class__ringb_Oadd__r0__iff_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.57 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.57 | V_x != c_HOL_Oplus__class_Oplus(V_x,V_a,T_a) % 87.51/87.57 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__add__minus__iff_0,axiom, % 87.51/87.57 ( c_HOL_Oplus__class_Oplus(V_x,c_HOL_Ouminus__class_Ouminus(V_a,tc_RealDef_Oreal),tc_RealDef_Oreal) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 87.51/87.57 | V_x = V_a ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_real__sqrt__eq__1__iff_0,axiom, % 87.51/87.57 ( c_NthRoot_Osqrt(V_x) != c_HOL_Oone__class_Oone(tc_RealDef_Oreal) % 87.51/87.57 | V_x = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__sgn__abs_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.57 | c_HOL_Otimes__class_Otimes(c_HOL_Osgn__class_Osgn(V_x,T_a),c_HOL_Oabs__class_Oabs(V_x,T_a),T_a) = V_x ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_abs__sum__triangle__ineq_0,axiom, % 87.51/87.57 c_lessequals(c_HOL_Oabs__class_Oabs(c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_l,tc_RealDef_Oreal),c_HOL_Ouminus__class_Ouminus(V_m,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(c_HOL_Oabs__class_Oabs(c_HOL_Oplus__class_Oplus(V_x,c_HOL_Ouminus__class_Ouminus(V_l,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal),c_HOL_Oabs__class_Oabs(c_HOL_Oplus__class_Oplus(V_y,c_HOL_Ouminus__class_Ouminus(V_m,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_inverse__le__1__iff_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_sum__squares__ge__zero_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,T_a),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a),T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_arctan__monotone_H_0,axiom, % 87.51/87.57 ( c_lessequals(c_Transcendental_Oarctan(V_x),c_Transcendental_Oarctan(V_y),tc_RealDef_Oreal) % 87.51/87.57 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_zero__le__divide__1__iff_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_b,T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_zero__le__divide__1__iff_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_b,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_dvd__mod__imp__dvd_0,axiom, % 87.51/87.57 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.57 | c_Ring__and__Field_Odvd__class_Odvd(V_k,V_m,T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_k,V_n,T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_k,c_Divides_Odiv__class_Omod(V_m,V_n,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_dvd__mod__iff_1,axiom, % 87.51/87.57 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.57 | c_Ring__and__Field_Odvd__class_Odvd(V_k,c_Divides_Odiv__class_Omod(V_m,V_n,T_a),T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_k,V_m,T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_k,V_n,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_dvd__mod__iff_0,axiom, % 87.51/87.57 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.57 | c_Ring__and__Field_Odvd__class_Odvd(V_k,V_m,T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_k,c_Divides_Odiv__class_Omod(V_m,V_n,T_a),T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_k,V_n,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_dvd__mod_0,axiom, % 87.51/87.57 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.57 | c_Ring__and__Field_Odvd__class_Odvd(V_k,c_Divides_Odiv__class_Omod(V_m,V_n,T_a),T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_k,V_n,T_a) % 87.51/87.57 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_k,V_m,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_le__add__iff2_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_c,c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a),V_d,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_le__add__iff2_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.57 | c_lessequals(V_c,c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a),V_d,T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_le__add__iff1_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a),V_c,T_a),V_d,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_le__add__iff1_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a),V_c,T_a),V_d,T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__le__0__iff_5,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_divide__le__0__iff_4,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_add__right__cancel_0,axiom, % 87.51/87.57 ( ~ class_OrderedGroup_Ocancel__semigroup__add(T_a) % 87.51/87.57 | c_HOL_Oplus__class_Oplus(V_b,V_a,T_a) != c_HOL_Oplus__class_Oplus(V_c,V_a,T_a) % 87.51/87.57 | V_b = V_c ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_poly__bound__exists_0,axiom, % 87.51/87.57 c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),v_sko__Fundamental__Theorem__Algebra__Mirabelle__Xpoly__bound__exists__1(V_p,V_r),tc_RealDef_Oreal) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_not__square__less__zero_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | ~ 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) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__le__0__iff_4,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__le__0__iff_5,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_split__mult__neg__le_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_split__mult__neg__le_1,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__nonneg__nonpos_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__nonpos__nonneg_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.57 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_mult__nonneg__nonpos2_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 87.51/87.57 | c_lessequals(c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.57 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_inverse__mult__distrib_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.57 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Oinverse(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) ) ). % 87.51/87.57 % 87.51/87.57 cnf(cls_nonzero__inverse__mult__distrib_0,axiom, % 87.51/87.57 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.57 | c_HOL_Oinverse__class_Oinverse(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Oinverse(V_b,T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.57 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__le__zero__iff_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oabs__class_Oabs(c_HOL_Ozero__class_Ozero(T_a),T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__nonneg__pos_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__pos__nonneg_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__imp__mod__0_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_b,V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__eq__mod__eq__0_1,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_b,V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__0__left_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_nonzero__inverse__inverse__eq_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) = V_a % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__one_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra__1(T_a) % 87.51/87.58 | c_RealVector_Onorm__class_Onorm(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__le__eq_5,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__le__eq_7,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_le__divide__eq_5,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_le__divide__eq_7,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__sin__le__one_0,axiom, % 87.51/87.58 c_lessequals(c_HOL_Oabs__class_Oabs(c_Transcendental_Osin(V_x),tc_RealDef_Oreal),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_cos__zero_0,axiom, % 87.51/87.58 c_Transcendental_Ocos(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__zero__not__eq__one_0,axiom, % 87.51/87.58 c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) != c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__neq__one_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ozero__neq__one(T_a) % 87.51/87.58 | c_HOL_Ozero__class_Ozero(T_a) != c_HOL_Oone__class_Oone(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__gt__0__iff_1,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__gt__0__iff_0,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__gt__zero_0,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_neg__0__le__iff__le_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_neg__0__le__iff__le_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_scaleR__eq__0__iff_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.58 | c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult_OscaleR__left_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_RealVector_OscaleR__class_OscaleR(V_r,V_a,T_a),V_b,T_a) = c_RealVector_OscaleR__class_OscaleR(V_r,c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__left_OscaleR_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_RealVector_OscaleR__class_OscaleR(V_r,V_x,T_a),V_y,T_a) = c_RealVector_OscaleR__class_OscaleR(V_r,c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult_OscaleR__right_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_a,c_RealVector_OscaleR__class_OscaleR(V_r,V_b,T_a),T_a) = c_RealVector_OscaleR__class_OscaleR(V_r,c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__right_OscaleR_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_xa,c_RealVector_OscaleR__class_OscaleR(V_r,V_x,T_a),T_a) = c_RealVector_OscaleR__class_OscaleR(V_r,c_HOL_Otimes__class_Otimes(V_xa,V_x,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__scaleR__left_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a),V_y,T_a) = c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__scaleR__right_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_x,c_RealVector_OscaleR__class_OscaleR(V_a,V_y,T_a),T_a) = c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_nonzero__abs__inverse_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oabs__class_Oabs(c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) = c_HOL_Oinverse__class_Oinverse(c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_nonzero__abs__divide_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oabs__class_Oabs(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a) % 87.51/87.58 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__positive__imp__positive_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__diff__left__eq_0,axiom, % 87.51/87.58 ( ~ class_Divides_Oring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Ominus__class_Ominus(c_Divides_Odiv__class_Omod(V_a,V_c,T_a),V_b,T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__diff__right__eq_0,axiom, % 87.51/87.58 ( ~ class_Divides_Oring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Ominus__class_Ominus(V_a,c_Divides_Odiv__class_Omod(V_b,V_c,T_a),T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__cancel__21_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_x,c_HOL_Oplus__class_Oplus(V_y,V_z,T_a),T_a) != c_HOL_Oplus__class_Oplus(V_y,V_u,T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_x,V_z,T_a) = V_u ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_sgn__if_2,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Osgn__if(T_a) % 87.51/87.58 | c_HOL_Osgn__class_Osgn(V_x,T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 87.51/87.58 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__eq__zero__cancel_0,axiom, % 87.51/87.58 ( c_NthRoot_Osqrt(V_x) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) % 87.51/87.58 | V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__less__imp__less_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__imp__inverse__less_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_b,T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__less__imp__less__neg_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__imp__inverse__less__neg_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_b,T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__nonneg__nonneg_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_of__real__divide_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | ~ class_RealVector_Oreal__field(T_a) % 87.51/87.58 | c_RealVector_Oof__real(c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal),T_a) = c_HOL_Oinverse__class_Odivide(c_RealVector_Oof__real(V_x,T_a),c_RealVector_Oof__real(V_y,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__le__iff_1,axiom, % 87.51/87.58 ( c_lessequals(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__le__iff_0,axiom, % 87.51/87.58 ( c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_tan__def_0,axiom, % 87.51/87.58 c_Transcendental_Otan(V_x) = c_HOL_Oinverse__class_Odivide(c_Transcendental_Osin(V_x),c_Transcendental_Ocos(V_x),tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide_OscaleR_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__field(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Odivide(c_RealVector_OscaleR__class_OscaleR(V_r,V_x,T_a),V_y,T_a) = c_RealVector_OscaleR__class_OscaleR(V_r,c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__mono_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_d,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_c,V_d,T_a) % 87.51/87.58 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__nonnegative__iff__nonnegative_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__nonnegative__iff__nonnegative_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__le__double__add__iff__zero__le__single__add_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__le__double__add__iff__zero__le__single__add_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_cos__one__sin__zero_0,axiom, % 87.51/87.58 ( c_Transcendental_Ocos(V_x) != c_HOL_Oone__class_Oone(tc_RealDef_Oreal) % 87.51/87.58 | c_Transcendental_Osin(V_x) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__less__0__1__iff_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__less__0__1__iff_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__add__one__gt__zero_0,axiom, % 87.51/87.58 c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_HOL_Oabs__class_Oabs(V_x,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_DERIV__mult__lemma_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__field(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Odivide(c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Otimes__class_Otimes(V_c,V_d,T_a),T_a),V_h,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,c_HOL_Oinverse__class_Odivide(c_HOL_Ominus__class_Ominus(V_b,V_d,T_a),V_h,T_a),T_a),c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Odivide(c_HOL_Ominus__class_Ominus(V_a,V_c,T_a),V_h,T_a),V_d,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__mod__trivial_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_Divides_Odiv__class_Omod(V_a,V_b,T_a),V_b,T_a) = c_Divides_Odiv__class_Omod(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__diff__triangle__ineq_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Oplus__class_Oplus(V_c,V_d,T_a),T_a),T_a),c_HOL_Oplus__class_Oplus(c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_a,V_c,T_a),T_a),c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_b,V_d,T_a),T_a),T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__eq__0__iff_0,axiom, % 87.51/87.58 ( c_NthRoot_Osqrt(V_x) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 87.51/87.58 | V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__strict__increasing_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.58 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_b,V_c,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_arctan__monotone_0,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_Transcendental_Oarctan(V_x),c_Transcendental_Oarctan(V_y),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_le__minus__self__iff_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_le__minus__self__iff_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_minus__le__self__iff_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_minus__le__self__iff_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__eq__neg__nonpos_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__eq__neg__nonpos_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_neg__less__eq__nonneg_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_neg__less__eq__nonneg_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__add__iff1_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oring(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a),V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__of__real_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra__1(T_a) % 87.51/87.58 | c_RealVector_Onorm__class_Onorm(c_RealVector_Oof__real(V_r,T_a),T_a) = c_HOL_Oabs__class_Oabs(V_r,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_sin__zero__abs__cos__one_0,axiom, % 87.51/87.58 ( c_Transcendental_Osin(V_x) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 87.51/87.58 | c_HOL_Oabs__class_Oabs(c_Transcendental_Ocos(V_x),tc_RealDef_Oreal) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__mult__cancel__left_2,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) % 87.51/87.58 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__mult__cancel__right_2,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) % 87.51/87.58 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__add__less__0__iff_0,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(V_y,c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__add__less__0__iff_1,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__idempotent_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_HOL_Oabs__class_Oabs(c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) = c_HOL_Oabs__class_Oabs(V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__add__iff1_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oring(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a) != c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a),V_c,T_a) = V_d ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__add__iff2_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oring(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a) != c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a) % 87.51/87.58 | V_c = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a),V_d,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__less__abs__iff_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_th_1,axiom, % 87.51/87.58 c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,v_sko__local__Xth__1(V_n,v_p,v_r,v_s____),tc_Complex_Ocomplex),tc_Complex_Ocomplex),c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(v_s____,tc_RealDef_Oreal),c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_RealDef_Oreal(c_Suc(V_n),tc_nat),tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_tan__zero_0,axiom, % 87.51/87.58 c_Transcendental_Otan(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_complex__cnj__cnj_0,axiom, % 87.51/87.58 c_Complex_Ocnj(c_Complex_Ocnj(V_z)) = V_z ). % 87.51/87.58 % 87.51/87.58 cnf(cls_scaleR_OscaleR__right_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | c_RealVector_OscaleR__class_OscaleR(V_a,c_RealVector_OscaleR__class_OscaleR(V_r,V_b,T_a),T_a) = c_RealVector_OscaleR__class_OscaleR(V_r,c_RealVector_OscaleR__class_OscaleR(V_a,V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_scaleR__left__commute_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.58 | c_RealVector_OscaleR__class_OscaleR(V_a,c_RealVector_OscaleR__class_OscaleR(V_b,V_x,T_a),T_a) = c_RealVector_OscaleR__class_OscaleR(V_b,c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_scaleR__right_OscaleR_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | c_RealVector_OscaleR__class_OscaleR(V_ra,c_RealVector_OscaleR__class_OscaleR(V_r,V_x,T_a),T_a) = c_RealVector_OscaleR__class_OscaleR(V_r,c_RealVector_OscaleR__class_OscaleR(V_ra,V_x,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__by__0_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__self_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_a,V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__increasing2_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.58 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.58 | c_lessequals(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_b,V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__increasing_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.58 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.58 | c_lessequals(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_b,V_c,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__eq__zero_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | c_RealVector_Onorm__class_Onorm(V_x,T_a) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 87.51/87.58 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__minus__le__zero_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ouminus__class_Ouminus(c_HOL_Oabs__class_Oabs(V_a,T_a),T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_of__real__eq__iff_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.58 | c_RealVector_Oof__real(V_x,T_a) != c_RealVector_Oof__real(V_y,T_a) % 87.51/87.58 | V_x = V_y ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__add__iff2_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oring(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a),V_d,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__le__zero__iff_1,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Ozero__class_Ozero(T_a),T_a),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__le__mult_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Olordered__ring(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oabs__class_Oabs(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a),c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__le__D1_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_lessequals(V_a,V_b,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__le__interval__iff_1,axiom, % 87.51/87.58 ( c_lessequals(V_x,V_r,tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_x,tc_RealDef_Oreal),V_r,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__strict__mono_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.58 | 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) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__eq__divide_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__fieldgb_Oinverse__divide_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Oinverse(V_x,T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zmod__simps_I4_J_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(c_Divides_Odiv__class_Omod(V_a,V_c,T_a),V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__le__zero__iff_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_x,T_a),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__left__mono__neg_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_c,V_a,T_a),c_HOL_Oinverse__class_Odivide(V_c,V_b,T_a),T_a) % 87.51/87.58 | ~ 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) % 87.51/87.58 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__left__mono_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_c,V_a,T_a),c_HOL_Oinverse__class_Odivide(V_c,V_b,T_a),T_a) % 87.51/87.58 | ~ 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) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.58 | ~ c_lessequals(V_b,V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_not__real__of__nat__less__zero_0,axiom, % 87.51/87.58 ~ c_HOL_Oord__class_Oless(c_RealDef_Oreal(V_n,tc_nat),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__not__less__zero_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(V_x,T_a),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__divide_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | ~ class_RealVector_Oreal__normed__field(T_a) % 87.51/87.58 | c_RealVector_Onorm__class_Onorm(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__1__right_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Omonoid__mult(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Oone__class_Oone(T_a),T_a) = V_a ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__1__left_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Omonoid__mult(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(T_a),V_a,T_a) = V_a ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__1_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Ocomm__monoid__mult(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(T_a),V_a,T_a) = V_a ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Omul__1_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(T_a),V_x,T_a) = V_x ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I12_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Oone__class_Oone(T_a),T_a) = V_a ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I11_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(T_a),V_a,T_a) = V_a ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__triv__right_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__triv__left_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvdI_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Odvd(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(V_b,c_HOL_Otimes__class_Otimes(V_b,V_k,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_arctan_2,axiom, % 87.51/87.58 c_Transcendental_Otan(c_Transcendental_Oarctan(V_y)) = V_y ). % 87.51/87.58 % 87.51/87.58 cnf(cls_frac__less2_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_x,V_z,T_a),c_HOL_Oinverse__class_Odivide(V_y,V_w,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_w,V_z,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_w,T_a) % 87.51/87.58 | ~ c_lessequals(V_x,V_y,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__minus__add__cancel_0,axiom, % 87.51/87.58 c_HOL_Oabs__class_Oabs(c_HOL_Oplus__class_Oplus(V_x,c_HOL_Ouminus__class_Ouminus(V_y,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) = c_HOL_Oabs__class_Oabs(c_HOL_Oplus__class_Oplus(V_y,c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_nonzero__minus__divide__right_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | c_HOL_Ouminus__class_Ouminus(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) % 87.51/87.58 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_neg__less__0__iff__less_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_neg__less__0__iff__less_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__0_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__ringb_Oadd__mul__solve_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.58 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),c_HOL_Otimes__class_Otimes(V_x,V_z,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_z,T_a),c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__ringb_Onoteq__reduce_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.58 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_c,T_a),c_HOL_Otimes__class_Otimes(V_x,V_d,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_d,T_a),c_HOL_Otimes__class_Otimes(V_x,V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__triangle__ineq3_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),T_a),c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__mult__less_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),c_HOL_Otimes__class_Otimes(V_c,V_d,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_b,T_a),V_d,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_diff__add__cancel_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_b,T_a) = V_a ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__inverse__eq_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) = V_a ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__lt__0__iff_0,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__lt__0__iff_1,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__nonneg__eq__0__iff_2,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Omul__c_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_x,V_y,T_a) = c_HOL_Otimes__class_Otimes(V_y,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_double__eq__0__iff_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I7_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) = c_HOL_Otimes__class_Otimes(V_b,V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__add__eq_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(c_Divides_Odiv__class_Omod(V_a,V_c,T_a),c_Divides_Odiv__class_Omod(V_b,V_c,T_a),T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_xt1_I10_J_0,axiom, % 87.51/87.58 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_z,V_x,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_z,V_y,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_order__less__trans_0,axiom, % 87.51/87.58 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_x,V_z,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_y,V_z,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__eq__0_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_HOL_Oabs__class_Oabs(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_comm__monoid__add_Omult__left__commute_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) = c_HOL_Oplus__class_Oplus(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_comm__monoid__add_Omult__assoc_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Oadd__a_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_x,c_HOL_Oplus__class_Oplus(V_y,V_z,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_x,V_y,T_a),V_z,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__cancel__21_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_x,c_HOL_Oplus__class_Oplus(V_y,V_z,T_a),T_a) = c_HOL_Oplus__class_Oplus(V_y,c_HOL_Oplus__class_Oplus(V_x,V_z,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_ab__semigroup__add__class_Oadd__ac_I1_J_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oab__semigroup__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I25_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oplus__class_Oplus(V_c,V_d,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),V_d,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I23_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I22_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oplus__class_Oplus(V_c,V_d,T_a),T_a) = c_HOL_Oplus__class_Oplus(V_c,c_HOL_Oplus__class_Oplus(V_a,V_d,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I21_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_scaleR__conv__of__real_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.58 | c_RealVector_OscaleR__class_OscaleR(V_r,V_x,T_a) = c_HOL_Otimes__class_Otimes(c_RealVector_Oof__real(V_r,T_a),V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__triangle__ineq_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oabs__class_Oabs(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a),c_HOL_Oplus__class_Oplus(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__le__not__le_1,axiom, % 87.51/87.58 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.58 | ~ c_lessequals(V_y,V_x,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_not__leE_0,axiom, % 87.51/87.58 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.58 | c_lessequals(V_y,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_linorder__antisym__conv2_1,axiom, % 87.51/87.58 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.58 | ~ c_lessequals(V_x,V_x,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_linorder__antisym__conv1_1,axiom, % 87.51/87.58 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_x,V_x,T_a) % 87.51/87.58 | c_lessequals(V_x,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_linorder__not__less_1,axiom, % 87.51/87.58 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.58 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_linorder__not__less_0,axiom, % 87.51/87.58 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.58 | c_lessequals(V_y,V_x,T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_linorder__not__le_0,axiom, % 87.51/87.58 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 87.51/87.58 | c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_linorder__not__le_1,axiom, % 87.51/87.58 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.58 | ~ c_lessequals(V_x,V_y,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_right__inverse__eq_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Odivide(V_x,V_x,T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__self_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Odivide(V_a,V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__self__if_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Odivide(V_a,V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__add__right__eq_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,c_Divides_Odiv__class_Omod(V_b,V_c,T_a),T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__add__left__eq_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(c_Divides_Odiv__class_Omod(V_a,V_c,T_a),V_b,T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__le__divide__iff_3,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__le__divide__iff_2,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__le__divide__iff_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__le__divide__iff_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__0__le__divide__iff_1,axiom, % 87.51/87.58 ( c_lessequals(V_y,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__0__le__divide__iff_0,axiom, % 87.51/87.58 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 87.51/87.58 | c_lessequals(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__strict__increasing2_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.58 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,V_c,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__eqI_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.58 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 87.51/87.58 | V_x_H = V_y_H ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__eqI_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.58 | c_HOL_Ominus__class_Ominus(V_xa,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) % 87.51/87.58 | V_xa = V_y ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__le__1__iff_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oone__class_Oone(T_a),V_x,T_a) % 87.51/87.58 | c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_of__real__def__raw_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.58 | c_RealVector_Oof__real(v_r,T_a) = c_RealVector_OscaleR__class_OscaleR(v_r,c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__right__le__imp__le_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.58 | c_lessequals(V_a,V_b,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.58 | ~ 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) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__left__le__imp__le_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.58 | c_lessequals(V_a,V_b,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.58 | ~ 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) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__le__cancel__left__pos_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.58 | 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) % 87.51/87.58 | ~ c_lessequals(V_a,V_b,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__le__cancel__left__pos_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.58 | c_lessequals(V_a,V_b,T_a) % 87.51/87.58 | ~ 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) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__le__cancel__left__neg_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.58 | 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) % 87.51/87.58 | ~ c_lessequals(V_b,V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__le__cancel__left__neg_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.58 | c_lessequals(V_b,V_a,T_a) % 87.51/87.58 | ~ 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) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult_Oprod__diff__prod_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_x,V_a,T_a),c_HOL_Ominus__class_Ominus(V_y,V_b,T_a),T_a),c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_x,V_a,T_a),V_b,T_a),T_a),c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ominus__class_Ominus(V_y,V_b,T_a),T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__gt__1__iff_0,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__gt__1__iff_1,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_one__le__inverse__iff_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_scaleR_Ozero__right_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_scaleR_Ozero__left_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_scaleR__eq__0__iff_2,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.58 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I24_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_a,V_c,T_a) = c_HOL_Oplus__class_Oplus(V_c,V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Oadd__c_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_x,V_y,T_a) = c_HOL_Oplus__class_Oplus(V_y,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_comm__monoid__add_Omult__commute_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) = c_HOL_Oplus__class_Oplus(V_b,V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__le__0__iff_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__le__0__iff_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__le__0__iff_2,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__le__0__iff_3,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__zero_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | c_RealVector_Onorm__class_Onorm(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__le__imp__le_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_lessequals(V_b,V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_le__imp__inverse__le_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_b,T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__le__imp__le__neg_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_lessequals(V_b,V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_le__imp__inverse__le__neg_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_b,T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__mult__eq_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(c_Divides_Odiv__class_Omod(V_a,V_c,T_a),c_Divides_Odiv__class_Omod(V_b,V_c,T_a),T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__less__eq_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__less__eq_4,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__less__eq_5,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__less__eq_7,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__divide__eq_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__divide__eq_4,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__divide__eq_5,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__divide__eq_7,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__le__1__iff_2,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oone__class_Oone(T_a),V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I4_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_m,V_m,T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(c_HOL_Oone__class_Oone(T_a),c_HOL_Oone__class_Oone(T_a),T_a),V_m,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_nat_Oinject_0,axiom, % 87.51/87.58 ( c_Suc(V_nat) != c_Suc(V_nat_H) % 87.51/87.58 | V_nat = V_nat_H ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_Suc__inject_0,axiom, % 87.51/87.58 ( c_Suc(V_x) != c_Suc(V_y) % 87.51/87.58 | V_x = V_y ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__ge__minus__self_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__ge__self_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.58 | c_lessequals(V_a,c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__add__iff1_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a),V_c,T_a),V_d,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__add__iff1_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_e,T_a),V_c,T_a),V_d,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__add__iff2_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_c,c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a),V_d,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__add__iff2_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),V_c,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_d,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),V_e,T_a),V_d,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__divide__eq_4,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Ozero__class_Ozero(T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__add__cong_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_b,V_c,T_a) != c_Divides_Odiv__class_Omod(V_b_H,V_c,T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_a,V_c,T_a) != c_Divides_Odiv__class_Omod(V_a_H,V_c,T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a_H,V_b_H,T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__add__eq__0__iff_0,axiom, % 87.51/87.58 ( c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 87.51/87.58 | V_y = c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_minus__unique_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | c_HOL_Ouminus__class_Ouminus(V_a,T_a) = V_b ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__neg__iff__add__eq__0_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | V_a = c_HOL_Ouminus__class_Ouminus(V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_not__one__less__zero_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__less__iff_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__ringb_Onoteq__reduce_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.58 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a),T_a) != c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_d,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) % 87.51/87.58 | V_c = V_d % 87.51/87.58 | V_a = V_b ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__ringb_Oadd__mul__solve_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.58 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_w,V_y,T_a),c_HOL_Otimes__class_Otimes(V_x,V_z,T_a),T_a) != c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_w,V_z,T_a),c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) % 87.51/87.58 | V_y = V_z % 87.51/87.58 | V_w = V_x ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__mult__self_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_a,V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_nonzero__inverse__minus__eq_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Oinverse(c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.58 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__mult__cong_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_b,V_c,T_a) != c_Divides_Odiv__class_Omod(V_b_H,V_c,T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_a,V_c,T_a) != c_Divides_Odiv__class_Omod(V_a_H,V_c,T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a_H,V_b_H,T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__0__right_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__ge__1__iff_1,axiom, % 87.51/87.58 ( c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__ge__1__iff_0,axiom, % 87.51/87.58 ( c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__ge__one_0,axiom, % 87.51/87.58 ( c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__frac__eq_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Oinverse__class_Odivide(V_w,V_z,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_z,T_a),c_HOL_Otimes__class_Otimes(V_w,V_y,T_a),T_a),c_HOL_Otimes__class_Otimes(V_y,V_z,T_a),T_a) % 87.51/87.58 | V_z = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.58 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_divide__eq__eq_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | V_b = c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_c,T_a) % 87.51/87.58 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_eq__divide__eq_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_c,T_a) = V_b % 87.51/87.58 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_zero__le__one_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I9_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I10_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__left_Ozero_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult_Ozero__left_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult_Ozero__right_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__right_Ozero_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Omul__0_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__zero__left_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Omult__zero(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__zero__right_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Omult__zero(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__eq__0__iff_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mult__eq__0__iff_2,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I2_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_m,T_a),V_m,T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oone__class_Oone(T_a),T_a),V_m,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_class__semiring_Osemiring__rules_I3_J_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.58 | c_HOL_Oplus__class_Oplus(V_m,c_HOL_Otimes__class_Otimes(V_a,V_m,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oone__class_Oone(T_a),T_a),V_m,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__lt__1__iff_1,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__sqrt__lt__1__iff_0,axiom, % 87.51/87.58 ( c_HOL_Oord__class_Oless(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__add__one__not__less__self_0,axiom, % 87.51/87.58 ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(c_HOL_Oabs__class_Oabs(V_x,tc_RealDef_Oreal),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__by__1_0,axiom, % 87.51/87.58 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_a,c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__mult__pos_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.58 | c_HOL_Otimes__class_Otimes(c_HOL_Oabs__class_Oabs(V_y,T_a),V_x,T_a) = c_HOL_Oabs__class_Oabs(c_HOL_Otimes__class_Otimes(V_y,V_x,T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_one__le__inverse__iff_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_lessequals(V_x,c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__dvd__iff_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(V_m,V_k,T_a) % 87.51/87.58 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Oabs__class_Oabs(V_m,T_a),V_k,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_abs__dvd__iff_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Oabs__class_Oabs(V_m,T_a),V_k,T_a) % 87.51/87.58 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_m,V_k,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__abs__iff_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(V_m,V_k,T_a) % 87.51/87.58 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_m,c_HOL_Oabs__class_Oabs(V_k,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_dvd__abs__iff_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.58 | c_Ring__and__Field_Odvd__class_Odvd(V_m,c_HOL_Oabs__class_Oabs(V_k,T_a),T_a) % 87.51/87.58 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_m,V_k,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_linorder__neq__iff_1,axiom, % 87.51/87.58 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_order__less__le_1,axiom, % 87.51/87.58 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__less__def_1,axiom, % 87.51/87.58 ~ c_HOL_Oord__class_Oless(V_x,V_x,tc_RealDef_Oreal) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_order__less__irrefl_0,axiom, % 87.51/87.58 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_less__le__not__le_2,axiom, % 87.51/87.58 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.58 | c_lessequals(V_y,V_x,T_a) % 87.51/87.58 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__pos__pos_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_norm__triangle__ineq_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Oplus__class_Oplus(V_x,V_y,T_a),T_a),c_HOL_Oplus__class_Oplus(c_RealVector_Onorm__class_Onorm(V_x,T_a),c_RealVector_Onorm__class_Onorm(V_y,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_not__one__le__zero_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Oone__class_Oone(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__negative__iff__negative_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__negative__iff__negative_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_negative__imp__inverse__negative_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_mod__diff__cong_0,axiom, % 87.51/87.58 ( ~ class_Divides_Oring__div(T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_b,V_c,T_a) != c_Divides_Odiv__class_Omod(V_b_H,V_c,T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(V_a,V_c,T_a) != c_Divides_Odiv__class_Omod(V_a_H,V_c,T_a) % 87.51/87.58 | c_Divides_Odiv__class_Omod(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Ominus__class_Ominus(V_a_H,V_b_H,T_a),V_c,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_le__iff__diff__le__0_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.58 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_le__iff__diff__le__0_1,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.58 | c_lessequals(V_a,V_b,T_a) % 87.51/87.58 | ~ c_lessequals(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_add__strict__mono_0,axiom, % 87.51/87.58 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_d,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_order__le__less_1,axiom, % 87.51/87.58 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.58 | c_lessequals(V_x,V_y,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__less__def_0,axiom, % 87.51/87.58 ( c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_order__less__imp__le_0,axiom, % 87.51/87.58 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.58 | c_lessequals(V_x,V_y,T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__eq__1__iff_1,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_one__less__inverse__iff_2,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.58 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.58 | c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.58 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_inverse__1_0,axiom, % 87.51/87.58 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.58 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_of__real__add_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.58 | c_RealVector_Oof__real(c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),T_a) = c_HOL_Oplus__class_Oplus(c_RealVector_Oof__real(V_x,T_a),c_RealVector_Oof__real(V_y,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_of__real_Oadd_0,axiom, % 87.51/87.58 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.58 | ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.58 | c_RealVector_Oof__real(c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),T_a) = c_HOL_Oplus__class_Oplus(c_RealVector_Oof__real(V_x,T_a),c_RealVector_Oof__real(V_y,T_a),T_a) ) ). % 87.51/87.58 % 87.51/87.58 cnf(cls_real__0__le__divide__iff_2,axiom, % 87.51/87.58 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__0__le__divide__iff_3,axiom, % 87.51/87.59 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(V_y,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__0__le__divide__iff_4,axiom, % 87.51/87.59 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR__eq__0__iff_1,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_combine__common__factor_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Osemiring(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_a,V_e,T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_b,V_e,T_a),V_c,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_e,T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_eq__neg__iff__add__eq__0_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_ab__left__minus_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_right__minus_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_left__minus_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__add__eq__0__iff_1,axiom, % 87.51/87.59 c_HOL_Oplus__class_Oplus(V_x,c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),tc_RealDef_Oreal) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__of__nat__ge__zero_0,axiom, % 87.51/87.59 c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealDef_Oreal(V_n,tc_nat),tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__neg__neg_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_eq__iff__diff__eq__0_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.59 | c_HOL_Ominus__class_Ominus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_a = V_b ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_right__minus__eq_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Ominus__class_Ominus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_a = V_b ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_class__ringb_Osubr0__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.59 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.59 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_x = V_y ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sum__squares__le__zero__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | V_y = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,T_a),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a),T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sum__squares__le__zero__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,T_a),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a),T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__right_Odiff_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(V_xa,c_HOL_Ominus__class_Ominus(V_x,V_y,T_a),T_a) = c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_xa,V_x,T_a),c_HOL_Otimes__class_Otimes(V_xa,V_y,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult_Odiff__right_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ominus__class_Ominus(V_b,V_b_H,T_a),T_a) = c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Otimes__class_Otimes(V_a,V_b_H,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult_Odiff__left_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_a,V_a_H,T_a),V_b,T_a) = c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Otimes__class_Otimes(V_a_H,V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__left_Odiff_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(c_HOL_Ominus__class_Ominus(V_x,V_y,T_a),V_ya,T_a) = c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_x,V_ya,T_a),c_HOL_Otimes__class_Otimes(V_y,V_ya,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_Deriv_Oadd__diff__add_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.59 | c_HOL_Ominus__class_Ominus(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_d,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ominus__class_Ominus(V_c,V_d,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__one_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra__1(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__zero__left_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__eq__eq_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__zero_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide_Ozero_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__field(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__nonpositive__iff__nonpositive_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__nonpositive__iff__nonpositive_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__sqrt__le__0__iff_0,axiom, % 87.51/87.59 ( c_lessequals(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_NthRoot_Osqrt(V_x),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__sqrt__le__0__iff_1,axiom, % 87.51/87.59 ( c_lessequals(c_NthRoot_Osqrt(V_x),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_nonzero__of__real__divide_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__field(T_a) % 87.51/87.59 | c_RealVector_Oof__real(c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal),T_a) = c_HOL_Oinverse__class_Odivide(c_RealVector_Oof__real(V_x,T_a),c_RealVector_Oof__real(V_y,T_a),T_a) % 87.51/87.59 | V_y = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__eq__1__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Oinverse(V_x,T_a) != c_HOL_Oone__class_Oone(T_a) % 87.51/87.59 | V_x = c_HOL_Oone__class_Oone(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__less__1__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),V_x,T_a) % 87.51/87.59 | c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__diff__less__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_a,V_r,T_a),V_x,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_x,V_a,T_a),T_a),V_r,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__inverse_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) = c_HOL_Oinverse__class_Oinverse(c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__divide_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__of__pos_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(V_a,T_a) = V_a % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_positive__imp__inverse__positive_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__positive__iff__positive_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__positive__iff__positive_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mult__right__eq_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a,c_Divides_Odiv__class_Omod(V_b,V_c,T_a),T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mult__left__eq_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(c_Divides_Odiv__class_Omod(V_a,V_c,T_a),V_b,T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sum__squares__gt__zero__iff_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,T_a),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a),T_a),T_a) % 87.51/87.59 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sum__squares__gt__zero__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,T_a),c_HOL_Otimes__class_Otimes(V_y,V_y,T_a),T_a),T_a) % 87.51/87.59 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__vector_Oscale__left__distrib_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Oplus__class_Oplus(V_a,V_b,tc_RealDef_Oreal),V_x,T_a) = c_HOL_Oplus__class_Oplus(c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a),c_RealVector_OscaleR__class_OscaleR(V_b,V_x,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR__right_Oadd_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Oplus__class_Oplus(V_x,V_y,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a),c_RealVector_OscaleR__class_OscaleR(V_a,V_y,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR_Oadd__right_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Oplus__class_Oplus(V_b,V_b_H,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_RealVector_OscaleR__class_OscaleR(V_a,V_b,T_a),c_RealVector_OscaleR__class_OscaleR(V_a,V_b_H,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR__left_Oadd_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),V_xa,T_a) = c_HOL_Oplus__class_Oplus(c_RealVector_OscaleR__class_OscaleR(V_x,V_xa,T_a),c_RealVector_OscaleR__class_OscaleR(V_y,V_xa,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR_Oadd__left_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Oplus__class_Oplus(V_a,V_a_H,tc_RealDef_Oreal),V_b,T_a) = c_HOL_Oplus__class_Oplus(c_RealVector_OscaleR__class_OscaleR(V_a,V_b,T_a),c_RealVector_OscaleR__class_OscaleR(V_a_H,V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__less__0__iff_3,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__less__0__iff_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__less__0__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__less__0__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__0__0_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__zero__iff_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(V_x,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__divide__mult__cancel__right_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) = c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a) % 87.51/87.59 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__divide__mult__cancel__left_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a) % 87.51/87.59 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__sqrt__less__iff_0,axiom, % 87.51/87.59 ( c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__sqrt__less__iff_1,axiom, % 87.51/87.59 ( c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__frac__num_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),V_z,T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_x,V_z,T_a),V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__of__nonpos_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__strict__left__mono__comm_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__comm__semiring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__right__disj_5,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__right__disj_4,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__strict__right__mono_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__strict__right__mono__neg_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__left__disj_5,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__left__disj_4,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__strict__left__mono_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__strict__left__mono__neg_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__left__pos_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__left__pos_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__left__neg_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__left__neg_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.59 | ~ 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_diff__minus__eq__add_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Ominus__class_Ominus(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mult__self2_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a),V_b,T_a) = c_Divides_Odiv__class_Omod(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mult__self1_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Oplus__class_Oplus(V_a,c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a),V_b,T_a) = c_Divides_Odiv__class_Omod(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__0__le__add__iff_0,axiom, % 87.51/87.59 ( c_lessequals(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__0__le__add__iff_1,axiom, % 87.51/87.59 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_dvd__mult__cancel__right_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.59 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) % 87.51/87.59 | V_c = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_dvd__mult__cancel__left_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.59 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) % 87.51/87.59 | V_c = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_monoid__add__class_Oadd__0__right_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Omonoid__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__0__left_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Omonoid__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = V_a ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_comm__monoid__add_Omult__1__right_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_class__ringb_Oadd__r0__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.59 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.59 | V_x = c_HOL_Oplus__class_Oplus(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_class__semiring_Oadd__0_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) = V_x ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_comm__monoid__add_Omult__1_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = V_a ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_class__semiring_Osemiring__rules_I6_J_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_class__semiring_Osemiring__rules_I5_J_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = V_a ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_le__divide__eq_9,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_le__divide__eq_3,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_le__divide__eq_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__le__eq_9,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.59 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__le__eq_3,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__le__eq_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__diff__cancel_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Ominus__class_Ominus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_b,T_a) = V_a ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__divide__distrib_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Oinverse__class_Odivide(V_a,V_c,T_a),c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide_Oadd_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__field(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(c_HOL_Oplus__class_Oplus(V_x,V_y,T_a),V_ya,T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Oinverse__class_Odivide(V_x,V_ya,T_a),c_HOL_Oinverse__class_Odivide(V_y,V_ya,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__diff__less__iff_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_x,V_a,T_a),T_a),V_r,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Oplus__class_Oplus(V_a,V_r,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_a,V_r,T_a),V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_less__1__mult_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Otimes__class_Otimes(V_m,V_n,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),V_n,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),V_m,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__less__le__mono_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_d,T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_c,V_d,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__le__less__mono_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_d,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 87.51/87.59 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__0__le__divide__iff_5,axiom, % 87.51/87.59 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oinverse__class_Odivide(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(V_y,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_zero__le__divide__iff_4,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_zero__le__divide__iff_5,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_frac__le_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_x,V_z,T_a),c_HOL_Oinverse__class_Odivide(V_y,V_w,T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_w,V_z,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_w,T_a) % 87.51/87.59 | ~ c_lessequals(V_x,V_y,T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_less__iff__diff__less__0_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_less__iff__diff__less__0_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ 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) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__not__less__zero_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_zero__less__one_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__strict__left__mono_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_c,V_a,T_a),c_HOL_Oinverse__class_Odivide(V_c,V_b,T_a),T_a) % 87.51/87.59 | ~ 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__strict__left__mono__neg_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_c,V_a,T_a),c_HOL_Oinverse__class_Odivide(V_c,V_b,T_a),T_a) % 87.51/87.59 | ~ 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__zero_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn0_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Osgn__if(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__0__0_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_norm__diff__triangle__ineq_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.59 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Ominus__class_Ominus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Oplus__class_Oplus(V_c,V_d,T_a),T_a),T_a),c_HOL_Oplus__class_Oplus(c_RealVector_Onorm__class_Onorm(c_HOL_Ominus__class_Ominus(V_a,V_c,T_a),T_a),c_RealVector_Onorm__class_Onorm(c_HOL_Ominus__class_Ominus(V_b,V_d,T_a),T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__nonzero__iff__nonzero_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__zero__imp__zero_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__le__less__imp__less_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 87.51/87.59 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__le__imp__less_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 87.51/87.59 | 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) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 87.51/87.59 | ~ c_lessequals(V_c,V_d,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_complex__cnj__cancel__iff_0,axiom, % 87.51/87.59 ( c_Complex_Ocnj(V_x) != c_Complex_Ocnj(V_y) % 87.51/87.59 | V_x = V_y ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__neg_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__1__neg_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(V_a,T_a) != c_HOL_Ouminus__class_Ouminus(c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__triangle__ineq4_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a),c_HOL_Oplus__class_Oplus(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__sqrt__one_0,axiom, % 87.51/87.59 c_NthRoot_Osqrt(c_HOL_Oone__class_Oone(tc_RealDef_Oreal)) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__inverse_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a) = c_HOL_Otimes__class_Otimes(V_a,c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_class__fieldgb_Odivide__inverse_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Int_Onumber__ring(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a) = c_HOL_Otimes__class_Otimes(V_x,c_HOL_Oinverse__class_Oinverse(V_y,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mod__cancel_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_Divides_Odiv__class_Omod(V_a,V_b,T_a),V_c,T_a) = c_Divides_Odiv__class_Omod(V_a,V_c,T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_c,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_zero__less__divide__1__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_zero__less__divide__1__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(T_a),V_b,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_double__add__le__zero__iff__single__add__le__zero_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.59 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_double__add__le__zero__iff__single__add__le__zero_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__abs__def_1,axiom, % 87.51/87.59 ( c_HOL_Oabs__class_Oabs(V_r,tc_RealDef_Oreal) = V_r % 87.51/87.59 | c_HOL_Oord__class_Oless(V_r,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__if__lattice_1,axiom, % 87.51/87.59 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.59 | ~ class_OrderedGroup_Olordered__ab__group__add__abs(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(V_a,T_a) = V_a % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__if_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oabs__if(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(V_a,T_a) = V_a % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__dvd__mono_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 87.51/87.59 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_d,T_a),T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_c,V_d,T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__add__abs_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(c_HOL_Oplus__class_Oplus(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Oabs__class_Oabs(V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__le__eq_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__le__eq_4,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_le__divide__eq_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_le__divide__eq_4,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__eq__0_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_zero__less__abs__iff_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oabs__class_Oabs(c_HOL_Ozero__class_Ozero(T_a),T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__neg__pos_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__pos__neg_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__less__0__iff_4,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__less__0__iff_5,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__less__cancel__left_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_c,V_a,T_a),c_HOL_Oplus__class_Oplus(V_c,V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__less__cancel__left_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_c,V_a,T_a),c_HOL_Oplus__class_Oplus(V_c,V_b,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__strict__left__mono_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_c,V_a,T_a),c_HOL_Oplus__class_Oplus(V_c,V_b,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__less__cancel__right_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__less__cancel__right_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__strict__right__mono_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_order__eq__refl_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.59 | c_lessequals(V_x,V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_order__eq__iff_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.59 | c_lessequals(V_x,V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__le__trans_0,axiom, % 87.51/87.59 ( c_lessequals(V_i,V_k,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(V_j,V_k,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(V_i,V_j,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__le__refl_0,axiom, % 87.51/87.59 c_lessequals(V_w,V_w,tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_order__le__less__trans_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_x,V_z,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,V_z,T_a) % 87.51/87.59 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_order__less__le__trans_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_x,V_z,T_a) % 87.51/87.59 | ~ c_lessequals(V_y,V_z,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_le__add__right__mono_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.59 | c_lessequals(V_a,c_HOL_Oplus__class_Oplus(V_b,V_d,T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_c,V_d,T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_order__trans_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.59 | c_lessequals(V_x,V_z,T_a) % 87.51/87.59 | ~ c_lessequals(V_y,V_z,T_a) % 87.51/87.59 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__nonpos__nonpos_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_xt1_I8_J_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_z,V_x,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_z,V_y,T_a) % 87.51/87.59 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_xt1_I7_J_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_z,V_x,T_a) % 87.51/87.59 | ~ c_lessequals(V_z,V_y,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_xt1_I6_J_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.59 | c_lessequals(V_z,V_x,T_a) % 87.51/87.59 | ~ c_lessequals(V_z,V_y,T_a) % 87.51/87.59 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__less__1__iff_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mult__self1__is__0_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mult__self2__is__0_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR__cancel__left_1,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,T_a) = c_RealVector_OscaleR__class_OscaleR(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR__cancel__right_1,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_RealVector_OscaleR__class_OscaleR(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_division__ring__inverse__diff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.59 | c_HOL_Ominus__class_Ominus(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) % 87.51/87.59 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR__cancel__left_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a) != c_RealVector_OscaleR__class_OscaleR(V_a,V_y,T_a) % 87.51/87.59 | V_a = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 87.51/87.59 | V_x = V_y ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_scaleR__cancel__right_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.59 | c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a) != c_RealVector_OscaleR__class_OscaleR(V_b,V_x,T_a) % 87.51/87.59 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_a = V_b ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sum__squares__eq__zero__iff_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(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) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__left__disj_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ 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) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__left__disj_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ 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) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__right__disj_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 87.51/87.59 | ~ 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) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__less__cancel__right__disj_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ 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) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__diff__less__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_x,c_HOL_Oplus__class_Oplus(V_a,V_r,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(V_x,V_a,T_a),T_a),V_r,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_eq__divide__eq_2,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Ozero__class_Ozero(T_a) = c_HOL_Oinverse__class_Odivide(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_neg__0__less__iff__less_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_neg__0__less__iff__less_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_frac__eq__eq_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a) != c_HOL_Oinverse__class_Odivide(V_w,V_z,T_a) % 87.51/87.59 | V_z = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_y = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(V_x,V_z,T_a) = c_HOL_Otimes__class_Otimes(V_w,V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_frac__eq__eq_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(V_x,V_z,T_a) != c_HOL_Otimes__class_Otimes(V_w,V_y,T_a) % 87.51/87.59 | V_z = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | V_y = c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a) = c_HOL_Oinverse__class_Odivide(V_w,V_z,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_norm__sgn_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.59 | c_RealVector_Onorm__class_Onorm(c_HOL_Osgn__class_Osgn(c_HOL_Ozero__class_Ozero(T_a),T_a),T_a) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__mult_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__div__algebra(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Osgn__class_Osgn(V_x,T_a),c_HOL_Osgn__class_Osgn(V_y,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__times_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Osgn__class_Osgn(V_a,T_a),c_HOL_Osgn__class_Osgn(V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mult__mult1_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_c,V_a,T_a),c_HOL_Otimes__class_Otimes(V_c,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_c,c_Divides_Odiv__class_Omod(V_a,V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__mult__mult2_0,axiom, % 87.51/87.59 ( ~ class_Divides_Osemiring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_Divides_Odiv__class_Omod(V_a,V_b,T_a),V_c,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_less__minus__self__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_less__minus__self__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__ge__zero_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_divide__eq__eq_4,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a),V_c,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__pos_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sgn__1__pos_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Osgn__class_Osgn(V_a,T_a) != c_HOL_Oone__class_Oone(T_a) % 87.51/87.59 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_dvd__if__abs__eq_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(V_l,T_a) != c_HOL_Oabs__class_Oabs(V_k,T_a) % 87.51/87.59 | c_Ring__and__Field_Odvd__class_Odvd(V_l,V_k,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_order__less__asym_H_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_order__less__asym_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Opreorder(T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_linorder__linear_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.59 | c_lessequals(V_y,V_x,T_a) % 87.51/87.59 | c_lessequals(V_x,V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__le__linear_0,axiom, % 87.51/87.59 ( c_lessequals(V_w,V_z,tc_RealDef_Oreal) % 87.51/87.59 | c_lessequals(V_z,V_w,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_not__less__iff__gr__or__eq_1,axiom, % 87.51/87.59 ( ~ class_Orderings_Olinorder(T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_xt1_I9_J_0,axiom, % 87.51/87.59 ( ~ class_Orderings_Oorder(T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__add__distrib_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.59 | c_HOL_Ouminus__class_Ouminus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__add_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Ouminus__class_Ouminus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a) = c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_b,T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_s1_2,axiom, % 87.51/87.59 ( c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,v_sko__local__Xs1__1(v_p,v_r,V_y),tc_Complex_Ocomplex),tc_Complex_Ocomplex),V_y,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(v_s____,tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_g_I2_J_0,axiom, % 87.51/87.59 c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,v_g____(V_n),tc_Complex_Ocomplex),tc_Complex_Ocomplex),c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(v_s____,tc_RealDef_Oreal),c_HOL_Oinverse__class_Odivide(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_RealDef_Oreal(c_Suc(V_n),tc_nat),tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_Lim_Ominus__diff__minus_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.59 | c_HOL_Ominus__class_Ominus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_neg__equal__zero_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 87.51/87.59 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__zero_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__mult__commute_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oring(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) = c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mth2_0,axiom, % 87.51/87.59 ( c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,V_x,tc_Complex_Ocomplex),tc_Complex_Ocomplex) != c_HOL_Ouminus__class_Ouminus(V_z,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_x,tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_z,v_sko__local__Xmth2__1(v_p,v_r),tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_neg__0__equal__iff__equal_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Ozero__class_Ozero(T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_cos__minus_0,axiom, % 87.51/87.59 c_Transcendental_Ocos(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal)) = c_Transcendental_Ocos(V_x) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__add__cancel_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a) = V_b ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__cancel__end_1,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_z,T_a),c_HOL_Oplus__class_Oplus(V_y,V_z,T_a),T_a) = V_y ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__minus__cong_0,axiom, % 87.51/87.59 ( ~ class_Divides_Oring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(V_a,V_b,T_a) != c_Divides_Odiv__class_Omod(V_a_H,V_b,T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Ouminus__class_Ouminus(V_a_H,T_a),V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_s1_1,axiom, % 87.51/87.59 ( c_lessequals(c_RealVector_Onorm__class_Onorm(v_sko__local__Xs1__1(v_p,v_r,V_y),tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(v_s____,tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_real__sqrt__minus_0,axiom, % 87.51/87.59 c_NthRoot_Osqrt(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal)) = c_HOL_Ouminus__class_Ouminus(c_NthRoot_Osqrt(V_x),tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_norm__minus__cancel_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.59 | c_RealVector_Onorm__class_Onorm(c_HOL_Ouminus__class_Ouminus(V_x,T_a),T_a) = c_RealVector_Onorm__class_Onorm(V_x,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_poly__pcompose_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__semiring__0(T_a) % 87.51/87.59 | c_Polynomial_Opoly(c_Polynomial_Opcompose(V_p,V_q,T_a),V_x,T_a) = c_Polynomial_Opoly(V_p,c_Polynomial_Opoly(V_q,V_x,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_s_0,axiom, % 87.51/87.59 ( c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,V_xa,tc_Complex_Ocomplex),tc_Complex_Ocomplex) != c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_xa,tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) % 87.51/87.59 | c_HOL_Oord__class_Oless(V_y,v_s____,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,V_x,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_complex__mod__minus__le__complex__mod_0,axiom, % 87.51/87.59 c_lessequals(c_HOL_Ouminus__class_Ouminus(c_RealVector_Onorm__class_Onorm(V_x,tc_Complex_Ocomplex),tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(V_x,tc_Complex_Ocomplex),tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_s_2,axiom, % 87.51/87.59 ( c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,v_sko__local__Xs__2(v_p,v_r,V_y),tc_Complex_Ocomplex),tc_Complex_Ocomplex) = c_HOL_Ouminus__class_Ouminus(v_sko__local__Xs__1(v_p,v_r,V_y),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,v_s____,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_abs__minus__cancel_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 87.51/87.59 | c_HOL_Oabs__class_Oabs(c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) = c_HOL_Oabs__class_Oabs(V_a,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_sin__minus_0,axiom, % 87.51/87.59 c_Transcendental_Osin(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal)) = c_HOL_Ouminus__class_Ouminus(c_Transcendental_Osin(V_x),tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__dvd__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 87.51/87.59 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Ouminus__class_Ouminus(V_x,T_a),V_y,T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__dvd__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 87.51/87.59 | c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Ouminus__class_Ouminus(V_x,T_a),V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_dvd__minus__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 87.51/87.59 | c_Ring__and__Field_Odvd__class_Odvd(V_x,c_HOL_Ouminus__class_Ouminus(V_y,T_a),T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_dvd__minus__iff_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 87.51/87.59 | c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) % 87.51/87.59 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,c_HOL_Ouminus__class_Ouminus(V_y,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_s_3,axiom, % 87.51/87.59 ( c_HOL_Oord__class_Oless(V_y,v_sko__local__Xs__1(v_p,v_r,V_y),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,v_s____,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mod__minus__eq_0,axiom, % 87.51/87.59 ( ~ class_Divides_Oring__div(T_a) % 87.51/87.59 | c_Divides_Odiv__class_Omod(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) = c_Divides_Odiv__class_Omod(c_HOL_Ouminus__class_Ouminus(c_Divides_Odiv__class_Omod(V_a,V_b,T_a),T_a),V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_of__real_Ominus_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.59 | ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.59 | c_RealVector_Oof__real(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),T_a) = c_HOL_Ouminus__class_Ouminus(c_RealVector_Oof__real(V_x,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_of__real__minus_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__algebra__1(T_a) % 87.51/87.59 | c_RealVector_Oof__real(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),T_a) = c_HOL_Ouminus__class_Ouminus(c_RealVector_Oof__real(V_x,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__mult__minus_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oring(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_square__eq__iff_1,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(c_HOL_Ouminus__class_Ouminus(V_b,T_a),c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_b,V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__right_Ominus_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(V_xa,c_HOL_Ouminus__class_Ouminus(V_x,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Otimes__class_Otimes(V_xa,V_x,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult_Ominus__right_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult__left_Ominus_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(c_HOL_Ouminus__class_Ouminus(V_x,T_a),V_y,T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mult_Ominus__left_0,axiom, % 87.51/87.59 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 87.51/87.59 | c_HOL_Otimes__class_Otimes(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_neg__equal__zero_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 87.51/87.59 | c_HOL_Ouminus__class_Ouminus(V_a,T_a) != V_a % 87.51/87.59 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_poly__bound__exists_1,axiom, % 87.51/87.59 ( c_lessequals(c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(V_p,V_z,tc_Complex_Ocomplex),tc_Complex_Ocomplex),v_sko__Fundamental__Theorem__Algebra__Mirabelle__Xpoly__bound__exists__1(V_p,V_r),tc_RealDef_Oreal) % 87.51/87.59 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_z,tc_Complex_Ocomplex),V_r,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__divide__left_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | c_HOL_Ouminus__class_Ouminus(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_minus__divide__right_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Ouminus__class_Ouminus(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_tan__minus_0,axiom, % 87.51/87.59 c_Transcendental_Otan(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal)) = c_HOL_Ouminus__class_Ouminus(c_Transcendental_Otan(V_x),tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_inverse__minus__eq_0,axiom, % 87.51/87.59 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 87.51/87.59 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.59 | c_HOL_Oinverse__class_Oinverse(c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_s_1,axiom, % 87.51/87.59 ( c_lessequals(c_RealVector_Onorm__class_Onorm(v_sko__local__Xs__2(v_p,v_r,V_y),tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) % 87.51/87.59 | ~ c_HOL_Oord__class_Oless(V_y,v_s____,tc_RealDef_Oreal) ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_mth1_0,axiom, % 87.51/87.59 c_lessequals(c_RealVector_Onorm__class_Onorm(v_sko__local__Xmth1__2(v_p,v_r),tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_add__minus__cancel_0,axiom, % 87.51/87.59 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.59 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Oplus__class_Oplus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a),T_a) = V_b ) ). % 87.51/87.59 % 87.51/87.59 cnf(cls_th_0,axiom, % 87.51/87.59 c_lessequals(c_RealVector_Onorm__class_Onorm(v_sko__local__Xth__1(V_n,v_p,v_r,v_s____),tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__mult__right_0,axiom, % 87.51/87.60 ( ~ class_Ring__and__Field_Oring(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__mult__left_0,axiom, % 87.51/87.60 ( ~ class_Ring__and__Field_Oring(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_sgn__minus_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.60 | c_HOL_Osgn__class_Osgn(c_HOL_Ouminus__class_Ouminus(V_x,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Osgn__class_Osgn(V_x,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_mth1_1,axiom, % 87.51/87.60 c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,v_sko__local__Xmth1__2(v_p,v_r),tc_Complex_Ocomplex),tc_Complex_Ocomplex) = c_HOL_Ouminus__class_Ouminus(v_sko__local__Xmth1__1(v_p,v_r),tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_compl__eq__compl__iff_0,axiom, % 87.51/87.60 ( ~ class_Lattices_Oboolean__algebra(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(V_x,T_a) != c_HOL_Ouminus__class_Ouminus(V_y,T_a) % 87.51/87.60 | V_x = V_y ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_neg__equal__iff__equal_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(V_a,T_a) != c_HOL_Ouminus__class_Ouminus(V_b,T_a) % 87.51/87.60 | V_a = V_b ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_calculation_0,axiom, % 87.51/87.60 ( c_lessequals(c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,v_sko__unknown__thm__rcM__1(v_p,v_r),tc_Complex_Ocomplex),tc_Complex_Ocomplex),c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,V_w,tc_Complex_Ocomplex),tc_Complex_Ocomplex),tc_RealDef_Oreal) % 87.51/87.60 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_w,tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) % 87.51/87.60 | c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),v_r,tc_RealDef_Oreal) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_neg__equal__0__iff__equal_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 87.51/87.60 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_neg__less__iff__less_1,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_b,T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.60 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_neg__less__iff__less_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 87.51/87.60 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_b,T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_s1m_0,axiom, % 87.51/87.60 ( c_lessequals(c_HOL_Ouminus__class_Ouminus(v_s____,tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,V_z,tc_Complex_Ocomplex),tc_Complex_Ocomplex),tc_RealDef_Oreal) % 87.51/87.60 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_z,tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_square__eq__iff_0,axiom, % 87.51/87.60 ( ~ class_Ring__and__Field_Oidom(T_a) % 87.51/87.60 | c_HOL_Otimes__class_Otimes(V_a,V_a,T_a) != c_HOL_Otimes__class_Otimes(V_b,V_b,T_a) % 87.51/87.60 | V_a = c_HOL_Ouminus__class_Ouminus(V_b,T_a) % 87.51/87.60 | V_a = V_b ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_abs__norm__cancel_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.60 | c_HOL_Oabs__class_Oabs(c_RealVector_Onorm__class_Onorm(V_a,T_a),tc_RealDef_Oreal) = c_RealVector_Onorm__class_Onorm(V_a,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_scaleR__minus__right_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.60 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Ouminus__class_Ouminus(V_x,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_scaleR_Ominus__right_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.60 | c_RealVector_OscaleR__class_OscaleR(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_RealVector_OscaleR__class_OscaleR(V_a,V_b,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_scaleR__minus__left_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.60 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Ouminus__class_Ouminus(V_a,tc_RealDef_Oreal),V_x,T_a) = c_HOL_Ouminus__class_Ouminus(c_RealVector_OscaleR__class_OscaleR(V_a,V_x,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_scaleR__left_Ominus_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__vector(T_a) % 87.51/87.60 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal),V_xa,T_a) = c_HOL_Ouminus__class_Ouminus(c_RealVector_OscaleR__class_OscaleR(V_x,V_xa,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_scaleR_Ominus__left_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.60 | c_RealVector_OscaleR__class_OscaleR(c_HOL_Ouminus__class_Ouminus(V_a,tc_RealDef_Oreal),V_b,T_a) = c_HOL_Ouminus__class_Ouminus(c_RealVector_OscaleR__class_OscaleR(V_a,V_b,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_s1_0,axiom, % 87.51/87.60 ( c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(v_s____,tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 87.51/87.60 | ~ c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,V_x,tc_Complex_Ocomplex),tc_Complex_Ocomplex),V_y,tc_RealDef_Oreal) % 87.51/87.60 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_x,tc_Complex_Ocomplex),v_r,tc_RealDef_Oreal) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_neg__le__iff__le_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_lessequals(V_a,V_b,T_a) % 87.51/87.60 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_b,T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_le__imp__neg__le_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_b,T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.60 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_complex__mod__cnj_0,axiom, % 87.51/87.60 c_RealVector_Onorm__class_Onorm(c_Complex_Ocnj(V_z),tc_Complex_Ocomplex) = c_RealVector_Onorm__class_Onorm(V_z,tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_arctan__minus_0,axiom, % 87.51/87.60 c_Transcendental_Oarctan(c_HOL_Ouminus__class_Ouminus(V_x,tc_RealDef_Oreal)) = c_HOL_Ouminus__class_Ouminus(c_Transcendental_Oarctan(V_x),tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_neg__0__equal__iff__equal_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.60 | c_HOL_Ozero__class_Ozero(T_a) != c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 87.51/87.60 | c_HOL_Ozero__class_Ozero(T_a) = V_a ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__divide__divide_0,axiom, % 87.51/87.60 ( ~ class_Ring__and__Field_Ofield(T_a) % 87.51/87.60 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 87.51/87.60 | c_HOL_Oinverse__class_Odivide(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_divide_Ominus_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__normed__field(T_a) % 87.51/87.60 | c_HOL_Oinverse__class_Odivide(c_HOL_Ouminus__class_Ouminus(V_x,T_a),V_y,T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_poly__minus_0,axiom, % 87.51/87.60 ( ~ class_Ring__and__Field_Ocomm__ring(T_a) % 87.51/87.60 | c_Polynomial_Opoly(c_HOL_Ouminus__class_Ouminus(V_p,tc_Polynomial_Opoly(T_a)),V_x,T_a) = c_HOL_Ouminus__class_Ouminus(c_Polynomial_Opoly(V_p,V_x,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_add__cancel__end_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.60 | c_HOL_Oplus__class_Oplus(V_x,c_HOL_Oplus__class_Oplus(V_y,V_z,T_a),T_a) != V_y % 87.51/87.60 | V_x = c_HOL_Ouminus__class_Ouminus(V_z,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_norm__minus__commute_0,axiom, % 87.51/87.60 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 87.51/87.60 | c_RealVector_Onorm__class_Onorm(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a) = c_RealVector_Onorm__class_Onorm(c_HOL_Ominus__class_Ominus(V_b,V_a,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__equation__iff_1,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = V_b ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_equation__minus__iff_1,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.60 | V_a = c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_equation__minus__iff_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.60 | V_b = c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_double__compl_0,axiom, % 87.51/87.60 ( ~ class_Lattices_Oboolean__algebra(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_x,T_a),T_a) = V_x ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__minus_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) = V_a ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__diff__eq_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 87.51/87.60 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a) = c_HOL_Ominus__class_Ominus(V_b,V_a,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__less__iff_1,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 87.51/87.60 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_a,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__less__iff_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_a,T_a) % 87.51/87.60 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_less__minus__iff_1,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) % 87.51/87.60 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_less__minus__iff_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.60 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__le__iff_1,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 87.51/87.60 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_a,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_minus__le__iff_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_a,T_a) % 87.51/87.60 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_le__minus__iff_1,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) % 87.51/87.60 | ~ c_lessequals(V_b,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_le__minus__iff_0,axiom, % 87.51/87.60 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 87.51/87.60 | c_lessequals(V_b,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 87.51/87.60 | ~ c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_CHAINED_0,axiom, % 87.51/87.60 c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,v_z____,tc_Complex_Ocomplex),tc_Complex_Ocomplex),c_HOL_Ouminus__class_Ouminus(v_s____,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(cls_conjecture_0,negated_conjecture, % 87.51/87.60 c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(v_p,v_z____,tc_Complex_Ocomplex),tc_Complex_Ocomplex) != c_HOL_Ouminus__class_Ouminus(v_s____,tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocancel__comm__monoid__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Ocancel__comm__monoid__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_OrderedGroup_Ocancel__comm__monoid__add(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocancel__comm__monoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__comm__monoid__add(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocancel__comm__monoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__comm__monoid__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Ocancel__comm__monoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__comm__monoid__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Opordered__cancel__ab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__cancel__ab__semigroup__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Opordered__ab__semigroup__add__imp__le,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Oordered__comm__semiring__strict,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__comm__semiring__strict(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Opordered__cancel__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Opordered__cancel__semiring(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Oordered__semiring__strict,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__semiring__strict(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Opordered__ab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__ab__semigroup__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Opordered__comm__monoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__comm__monoid__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Ocancel__ab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__ab__semigroup__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Ocancel__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__semigroup__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Opordered__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Opordered__semiring(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Oordered__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__semiring(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Ono__zero__divisors,axiom, % 87.51/87.60 class_Ring__and__Field_Ono__zero__divisors(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Oordered__semidom,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__semidom(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Ocomm__semiring__1,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring__1(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Ocomm__semiring__0,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring__0(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Oab__semigroup__mult,axiom, % 87.51/87.60 class_OrderedGroup_Oab__semigroup__mult(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Ocomm__monoid__mult,axiom, % 87.51/87.60 class_OrderedGroup_Ocomm__monoid__mult(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Oab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Oab__semigroup__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Ocomm__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Ocomm__monoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocomm__monoid__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Ozero__neq__one,axiom, % 87.51/87.60 class_Ring__and__Field_Ozero__neq__one(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Omult__mono1,axiom, % 87.51/87.60 class_Ring__and__Field_Omult__mono1(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Omult__zero,axiom, % 87.51/87.60 class_Ring__and__Field_Omult__zero(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Omult__mono,axiom, % 87.51/87.60 class_Ring__and__Field_Omult__mono(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Omonoid__mult,axiom, % 87.51/87.60 class_OrderedGroup_Omonoid__mult(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Osemiring,axiom, % 87.51/87.60 class_Ring__and__Field_Osemiring(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__OrderedGroup_Omonoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Omonoid__add(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Divides_Osemiring__div,axiom, % 87.51/87.60 class_Divides_Osemiring__div(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Ring__and__Field_Odvd,axiom, % 87.51/87.60 class_Ring__and__Field_Odvd(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Orderings_Opreorder,axiom, % 87.51/87.60 class_Orderings_Opreorder(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Orderings_Olinorder,axiom, % 87.51/87.60 class_Orderings_Olinorder(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_nat__Orderings_Oorder,axiom, % 87.51/87.60 class_Orderings_Oorder(tc_nat) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__cancel__ab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__cancel__ab__semigroup__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__ab__semigroup__add__imp__le,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__comm__semiring__strict,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__comm__semiring__strict(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Opordered__cancel__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Opordered__cancel__semiring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__semiring__strict,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__semiring__strict(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__ab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__ab__semigroup__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__ab__group__add__abs,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__ab__group__add__abs(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Olordered__ab__group__add__abs,axiom, % 87.51/87.60 class_OrderedGroup_Olordered__ab__group__add__abs(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__comm__monoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__comm__monoid__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oring__no__zero__divisors,axiom, % 87.51/87.60 class_Ring__and__Field_Oring__no__zero__divisors(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocancel__ab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__ab__semigroup__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__ring__strict,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__ring__strict(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__div__algebra,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__div__algebra(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__ab__group__add,axiom, % 87.51/87.60 class_OrderedGroup_Opordered__ab__group__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Olordered__ab__group__add,axiom, % 87.51/87.60 class_OrderedGroup_Olordered__ab__group__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Oordered__ab__group__add,axiom, % 87.51/87.60 class_OrderedGroup_Oordered__ab__group__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocancel__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__semigroup__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Opordered__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Opordered__semiring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Opordered__ring__abs,axiom, % 87.51/87.60 class_Ring__and__Field_Opordered__ring__abs(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__algebra__1,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__algebra__1(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__semiring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ono__zero__divisors,axiom, % 87.51/87.60 class_Ring__and__Field_Ono__zero__divisors(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Odivision__by__zero,axiom, % 87.51/87.60 class_Ring__and__Field_Odivision__by__zero(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__semidom,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__semidom(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__semiring__1,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring__1(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__semiring__0,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring__0(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__algebra,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__algebra(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Oab__semigroup__mult,axiom, % 87.51/87.60 class_OrderedGroup_Oab__semigroup__mult(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__vector,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__vector(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocomm__monoid__mult,axiom, % 87.51/87.60 class_OrderedGroup_Ocomm__monoid__mult(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Oab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Oab__semigroup__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Opordered__ring,axiom, % 87.51/87.60 class_Ring__and__Field_Opordered__ring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__field,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__field(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Olordered__ring,axiom, % 87.51/87.60 class_Ring__and__Field_Olordered__ring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Odivision__ring,axiom, % 87.51/87.60 class_Ring__and__Field_Odivision__ring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__field,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__field(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocomm__monoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocomm__monoid__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ozero__neq__one,axiom, % 87.51/87.60 class_Ring__and__Field_Ozero__neq__one(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__idom,axiom, % 87.51/87.60 class_Ring__and__Field_Oordered__idom(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__ring__1,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__ring__1(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Omult__mono1,axiom, % 87.51/87.60 class_Ring__and__Field_Omult__mono1(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__algebra__1,axiom, % 87.51/87.60 class_RealVector_Oreal__algebra__1(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Oab__group__add,axiom, % 87.51/87.60 class_OrderedGroup_Oab__group__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Omult__zero,axiom, % 87.51/87.60 class_Ring__and__Field_Omult__zero(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Omult__mono,axiom, % 87.51/87.60 class_Ring__and__Field_Omult__mono(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__ring,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__ring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Omonoid__mult,axiom, % 87.51/87.60 class_OrderedGroup_Omonoid__mult(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Osemiring,axiom, % 87.51/87.60 class_Ring__and__Field_Osemiring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__algebra,axiom, % 87.51/87.60 class_RealVector_Oreal__algebra(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Omonoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Omonoid__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__vector,axiom, % 87.51/87.60 class_RealVector_Oreal__vector(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ogroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Ogroup__add(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Osgn__if,axiom, % 87.51/87.60 class_Ring__and__Field_Osgn__if(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oabs__if,axiom, % 87.51/87.60 class_Ring__and__Field_Oabs__if(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__field,axiom, % 87.51/87.60 class_RealVector_Oreal__field(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ofield,axiom, % 87.51/87.60 class_Ring__and__Field_Ofield(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oring,axiom, % 87.51/87.60 class_Ring__and__Field_Oring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oidom,axiom, % 87.51/87.60 class_Ring__and__Field_Oidom(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Odvd,axiom, % 87.51/87.60 class_Ring__and__Field_Odvd(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Orderings_Opreorder,axiom, % 87.51/87.60 class_Orderings_Opreorder(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Orderings_Olinorder,axiom, % 87.51/87.60 class_Orderings_Olinorder(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Orderings_Oorder,axiom, % 87.51/87.60 class_Orderings_Oorder(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_RealDef__Oreal__Int_Onumber__ring,axiom, % 87.51/87.60 class_Int_Onumber__ring(tc_RealDef_Oreal) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Oring__no__zero__divisors,axiom, % 87.51/87.60 class_Ring__and__Field_Oring__no__zero__divisors(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocancel__ab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__ab__semigroup__add(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__div__algebra,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__div__algebra(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocancel__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocancel__semigroup__add(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__algebra__1,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__algebra__1(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ono__zero__divisors,axiom, % 87.51/87.60 class_Ring__and__Field_Ono__zero__divisors(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Odivision__by__zero,axiom, % 87.51/87.60 class_Ring__and__Field_Odivision__by__zero(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__semiring__1,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring__1(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__semiring__0,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring__0(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__algebra,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__algebra(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Oab__semigroup__mult,axiom, % 87.51/87.60 class_OrderedGroup_Oab__semigroup__mult(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__vector,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__vector(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocomm__monoid__mult,axiom, % 87.51/87.60 class_OrderedGroup_Ocomm__monoid__mult(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Oab__semigroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Oab__semigroup__add(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Odivision__ring,axiom, % 87.51/87.60 class_Ring__and__Field_Odivision__ring(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__semiring,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__semiring(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__field,axiom, % 87.51/87.60 class_RealVector_Oreal__normed__field(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocomm__monoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Ocomm__monoid__add(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ozero__neq__one,axiom, % 87.51/87.60 class_Ring__and__Field_Ozero__neq__one(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__ring__1,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__ring__1(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__algebra__1,axiom, % 87.51/87.60 class_RealVector_Oreal__algebra__1(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Oab__group__add,axiom, % 87.51/87.60 class_OrderedGroup_Oab__group__add(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Omult__zero,axiom, % 87.51/87.60 class_Ring__and__Field_Omult__zero(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__ring,axiom, % 87.51/87.60 class_Ring__and__Field_Ocomm__ring(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Omonoid__mult,axiom, % 87.51/87.60 class_OrderedGroup_Omonoid__mult(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Osemiring,axiom, % 87.51/87.60 class_Ring__and__Field_Osemiring(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__algebra,axiom, % 87.51/87.60 class_RealVector_Oreal__algebra(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Omonoid__add,axiom, % 87.51/87.60 class_OrderedGroup_Omonoid__add(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__vector,axiom, % 87.51/87.60 class_RealVector_Oreal__vector(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ogroup__add,axiom, % 87.51/87.60 class_OrderedGroup_Ogroup__add(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__field,axiom, % 87.51/87.60 class_RealVector_Oreal__field(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ofield,axiom, % 87.51/87.60 class_Ring__and__Field_Ofield(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Oring,axiom, % 87.51/87.60 class_Ring__and__Field_Oring(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Oidom,axiom, % 87.51/87.60 class_Ring__and__Field_Oidom(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Odvd,axiom, % 87.51/87.60 class_Ring__and__Field_Odvd(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Complex__Ocomplex__Int_Onumber__ring,axiom, % 87.51/87.60 class_Int_Onumber__ring(tc_Complex_Ocomplex) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__cancel__ab__semigroup__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Opordered__cancel__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__ab__semigroup__add__imp__le,axiom, % 87.51/87.60 ( class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__comm__semiring__strict,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oordered__comm__semiring__strict(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Opordered__cancel__semiring,axiom, % 87.51/87.60 ( class_Ring__and__Field_Opordered__cancel__semiring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__semiring__strict,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oordered__semiring__strict(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__ab__semigroup__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Opordered__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__ab__group__add__abs,axiom, % 87.51/87.60 ( class_OrderedGroup_Opordered__ab__group__add__abs(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__comm__monoid__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Opordered__comm__monoid__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oring__no__zero__divisors,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oring__no__zero__divisors(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oidom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocancel__ab__semigroup__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Ocancel__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_OrderedGroup_Ocancel__comm__monoid__add(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__ring__strict,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oordered__ring__strict(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__ab__group__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Opordered__ab__group__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Oordered__ab__group__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Oordered__ab__group__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocancel__semigroup__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Ocancel__semigroup__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_OrderedGroup_Ocancel__comm__monoid__add(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Opordered__semiring,axiom, % 87.51/87.60 ( class_Ring__and__Field_Opordered__semiring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Opordered__ring__abs,axiom, % 87.51/87.60 ( class_Ring__and__Field_Opordered__ring__abs(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__semiring,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oordered__semiring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ono__zero__divisors,axiom, % 87.51/87.60 ( class_Ring__and__Field_Ono__zero__divisors(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oidom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__semidom,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oordered__semidom(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__semiring__1,axiom, % 87.51/87.60 ( class_Ring__and__Field_Ocomm__semiring__1(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__semiring__0,axiom, % 87.51/87.60 ( class_Ring__and__Field_Ocomm__semiring__0(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Oab__semigroup__mult,axiom, % 87.51/87.60 ( class_OrderedGroup_Oab__semigroup__mult(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocomm__monoid__mult,axiom, % 87.51/87.60 ( class_OrderedGroup_Ocomm__monoid__mult(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Oab__semigroup__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Oab__semigroup__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_OrderedGroup_Ocomm__monoid__add(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Opordered__ring,axiom, % 87.51/87.60 ( class_Ring__and__Field_Opordered__ring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__semiring,axiom, % 87.51/87.60 ( class_Ring__and__Field_Ocomm__semiring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocomm__monoid__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Ocomm__monoid__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_OrderedGroup_Ocomm__monoid__add(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ozero__neq__one,axiom, % 87.51/87.60 ( class_Ring__and__Field_Ozero__neq__one(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__idom,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oordered__idom(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__ring__1,axiom, % 87.51/87.60 ( class_Ring__and__Field_Ocomm__ring__1(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__ring__1(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Omult__mono1,axiom, % 87.51/87.60 ( class_Ring__and__Field_Omult__mono1(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Oab__group__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Oab__group__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_OrderedGroup_Oab__group__add(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Omult__zero,axiom, % 87.51/87.60 ( class_Ring__and__Field_Omult__zero(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Omult__mono,axiom, % 87.51/87.60 ( class_Ring__and__Field_Omult__mono(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__ring,axiom, % 87.51/87.60 ( class_Ring__and__Field_Ocomm__ring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__ring(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Omonoid__mult,axiom, % 87.51/87.60 ( class_OrderedGroup_Omonoid__mult(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Osemiring,axiom, % 87.51/87.60 ( class_Ring__and__Field_Osemiring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Omonoid__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Omonoid__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_OrderedGroup_Ocomm__monoid__add(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ogroup__add,axiom, % 87.51/87.60 ( class_OrderedGroup_Ogroup__add(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_OrderedGroup_Oab__group__add(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Osgn__if,axiom, % 87.51/87.60 ( class_Ring__and__Field_Osgn__if(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oabs__if,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oabs__if(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Divides_Osemiring__div,axiom, % 87.51/87.60 ( class_Divides_Osemiring__div(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ofield(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oring,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__ring(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oidom,axiom, % 87.51/87.60 ( class_Ring__and__Field_Oidom(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oidom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Odvd,axiom, % 87.51/87.60 ( class_Ring__and__Field_Odvd(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Orderings_Opreorder,axiom, % 87.51/87.60 ( class_Orderings_Opreorder(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Orderings_Olinorder,axiom, % 87.51/87.60 ( class_Orderings_Olinorder(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Divides_Oring__div,axiom, % 87.51/87.60 ( class_Divides_Oring__div(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ofield(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Orderings_Oorder,axiom, % 87.51/87.60 ( class_Orderings_Oorder(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 87.51/87.60 % 87.51/87.60 cnf(clsarity_Polynomial__Opoly__Int_Onumber__ring,axiom, % 87.51/87.60 ( class_Int_Onumber__ring(tc_Polynomial_Opoly(T_1)) % 87.51/87.60 | ~ class_Ring__and__Field_Ocomm__ring__1(T_1) ) ). % 87.51/87.60 % 87.51/87.60 %------------------------------------------------------------------------------ % 87.51/87.60 %------------------------------------------- % 87.51/87.60 % Proof found % 87.51/87.60 % SZS status Theorem for theBenchmark % 87.51/87.60 % SZS output start Proof % 87.51/87.60 %ClaNum:1248(EqnAxiom:152) % 87.51/87.60 %VarNum:7764(SingletonVarNum:2330) % 87.51/87.60 %MaxLitNum:6 % 87.51/87.60 %MaxfuncDepth:4 % 87.51/87.60 %SharedTerms:171 % 87.51/87.60 %goalClause: 332 % 87.51/87.60 %singleGoalClaCount:1 % 87.51/87.60 [153]P1(a1) % 87.51/87.60 [154]P1(a27) % 87.51/87.60 [155]P2(a1) % 87.51/87.60 [156]P2(a27) % 87.51/87.60 [157]P31(a1) % 87.51/87.60 [158]P32(a1) % 87.51/87.60 [159]P32(a2) % 87.51/87.60 [160]P59(a1) % 87.51/87.60 [161]P60(a1) % 87.51/87.60 [162]P62(a1) % 87.51/87.60 [163]P62(a27) % 87.51/87.60 [164]P49(a1) % 87.51/87.60 [165]P49(a2) % 87.51/87.60 [166]P3(a1) % 87.51/87.60 [167]P3(a2) % 87.51/87.60 [168]P50(a1) % 87.51/87.60 [169]P50(a27) % 87.51/87.60 [170]P50(a2) % 87.51/87.60 [171]P33(a1) % 87.51/87.60 [172]P33(a2) % 87.51/87.60 [173]P4(a27) % 87.51/87.60 [174]P9(a1) % 87.51/87.60 [175]P51(a1) % 87.51/87.60 [176]P51(a2) % 87.51/87.60 [177]P34(a1) % 87.51/87.60 [178]P34(a2) % 87.51/87.60 [179]P63(a1) % 87.51/87.60 [180]P63(a27) % 87.51/87.60 [181]P37(a1) % 87.51/87.60 [182]P37(a2) % 87.51/87.60 [183]P52(a1) % 87.51/87.60 [184]P52(a2) % 87.51/87.60 [185]P53(a1) % 87.51/87.60 [186]P53(a27) % 87.51/87.60 [187]P55(a1) % 87.51/87.60 [188]P55(a27) % 87.51/87.60 [189]P38(a1) % 87.51/87.60 [190]P38(a2) % 87.51/87.60 [191]P43(a1) % 87.51/87.60 [192]P43(a2) % 87.51/87.60 [193]P64(a1) % 87.51/87.60 [194]P64(a27) % 87.51/87.60 [195]P45(a1) % 87.51/87.60 [196]P45(a27) % 87.51/87.60 [197]P45(a2) % 87.51/87.60 [198]P26(a1) % 87.51/87.60 [199]P61(a1) % 87.51/87.60 [200]P10(a1) % 87.51/87.60 [201]P66(a1) % 87.51/87.60 [202]P27(a1) % 87.51/87.60 [203]P27(a27) % 87.51/87.60 [204]P28(a1) % 87.51/87.60 [205]P28(a27) % 87.51/87.60 [206]P11(a1) % 87.51/87.60 [207]P11(a27) % 87.51/87.60 [208]P11(a2) % 87.51/87.60 [209]P39(a1) % 87.51/87.60 [210]P39(a2) % 87.51/87.60 [211]P46(a1) % 87.51/87.60 [212]P46(a27) % 87.51/87.60 [213]P46(a2) % 87.51/87.60 [214]P67(a1) % 87.51/87.60 [215]P67(a27) % 87.51/87.60 [216]P16(a1) % 87.51/87.60 [217]P16(a2) % 87.51/87.60 [218]P12(a1) % 87.51/87.60 [219]P12(a2) % 87.51/87.60 [220]P17(a1) % 87.51/87.60 [221]P17(a27) % 87.51/87.60 [222]P17(a2) % 87.51/87.60 [223]P18(a1) % 87.51/87.60 [224]P18(a27) % 87.51/87.60 [225]P18(a2) % 87.51/87.60 [226]P22(a1) % 87.51/87.60 [227]P29(a1) % 87.51/87.60 [228]P29(a27) % 87.51/87.60 [229]P68(a1) % 87.51/87.60 [230]P68(a27) % 87.51/87.60 [231]P68(a2) % 87.51/87.60 [232]P69(a1) % 87.51/87.60 [233]P70(a1) % 87.51/87.60 [234]P70(a2) % 87.51/87.60 [235]P56(a1) % 87.51/87.60 [236]P56(a27) % 87.51/87.60 [237]P56(a2) % 87.51/87.60 [238]P47(a1) % 87.51/87.60 [239]P47(a2) % 87.51/87.60 [240]P44(a1) % 87.51/87.60 [241]P65(a1) % 87.51/87.60 [242]P65(a27) % 87.51/87.60 [243]P41(a1) % 87.51/87.60 [244]P41(a2) % 87.51/87.60 [245]P35(a1) % 87.51/87.60 [246]P35(a2) % 87.51/87.60 [247]P40(a1) % 87.51/87.60 [248]P40(a2) % 87.51/87.60 [249]P20(a1) % 87.51/87.60 [250]P20(a27) % 87.51/87.60 [251]P20(a2) % 87.51/87.60 [252]P23(a1) % 87.51/87.60 [253]P71(a1) % 87.51/87.60 [254]P71(a2) % 87.51/87.60 [255]P54(a1) % 87.51/87.60 [256]P24(a1) % 87.51/87.60 [257]P24(a27) % 87.51/87.60 [258]P24(a2) % 87.51/87.60 [259]P21(a1) % 87.51/87.60 [260]P21(a27) % 87.51/87.60 [261]P21(a2) % 87.51/87.60 [262]P36(a1) % 87.51/87.60 [263]P36(a27) % 87.51/87.60 [264]P14(a1) % 87.51/87.60 [265]P14(a27) % 87.51/87.60 [266]P14(a2) % 87.51/87.60 [267]P57(a1) % 87.51/87.60 [268]P57(a27) % 87.51/87.60 [269]P57(a2) % 87.51/87.60 [270]P30(a1) % 87.51/87.60 [271]P30(a27) % 87.51/87.60 [272]P72(a1) % 87.51/87.60 [273]P72(a27) % 87.51/87.60 [274]P72(a2) % 87.51/87.60 [275]P58(a1) % 87.51/87.60 [276]P58(a27) % 87.51/87.60 [277]P25(a1) % 87.51/87.60 [278]P25(a27) % 87.51/87.60 [279]P25(a2) % 87.51/87.60 [280]P42(a1) % 87.51/87.60 [281]P42(a2) % 87.51/87.60 [282]P48(a1) % 87.51/87.60 [283]P48(a27) % 87.51/87.60 [284]P48(a2) % 87.51/87.60 [285]P19(a1) % 87.51/87.60 [286]P19(a27) % 87.51/87.60 [287]P19(a2) % 87.51/87.60 [301]P5(f3(a1),a28,a1) % 87.51/87.60 [328]~E(f4(a1),f3(a1)) % 87.51/87.60 [288]E(f15(f3(a1)),f3(a1)) % 87.51/87.60 [289]E(f15(f4(a1)),f4(a1)) % 87.51/87.60 [290]E(f16(f3(a1)),f4(a1)) % 87.51/87.60 [291]E(f25(f3(a1)),f3(a1)) % 87.51/87.60 [292]E(f17(f3(a1)),f3(a1)) % 87.51/87.60 [314]P5(f18(f33(a30,a28),a2),a28,a1) % 87.51/87.60 [332]~E(f18(f20(a30,a35,a2),a2),f11(a32,a1)) % 87.51/87.60 [306]E(f8(f25(f3(a1)),f16(f3(a1)),a1),f3(a1)) % 87.51/87.60 [317]E(f18(f20(a30,f33(a30,a28),a2),a2),f11(f34(a30,a28),a1)) % 87.51/87.60 [321]E(f6(f9(f18(f20(a30,a35,a2),a2),f11(a32,a1),a1),a1),f3(a1)) % 87.51/87.60 [300]P5(x3001,x3001,a1) % 87.51/87.60 [330]~P6(x3301,x3301,a1) % 87.51/87.60 [302]P5(f16(x3021),f4(a1),a1) % 87.51/87.60 [303]P5(f25(x3031),f4(a1),a1) % 87.51/87.60 [305]P5(f3(a1),f19(x3051,a27),a1) % 87.51/87.60 [327]~E(f22(x3271),x3271) % 87.51/87.60 [331]~P6(f19(x3311,a27),f3(a1),a1) % 87.51/87.60 [293]E(f5(f5(x2931)),x2931) % 87.51/87.60 [294]E(f16(f11(x2941,a1)),f16(x2941)) % 87.51/87.60 [295]E(f18(f5(x2951),a2),f18(x2951,a2)) % 87.51/87.60 [296]E(f15(f11(x2961,a1)),f11(f15(x2961),a1)) % 87.51/87.60 [297]E(f25(f11(x2971,a1)),f11(f25(x2971),a1)) % 87.51/87.60 [298]E(f17(f11(x2981,a1)),f11(f17(x2981),a1)) % 87.51/87.60 [299]E(f6(f19(x2991,a27),a1),f19(x2991,a27)) % 87.51/87.60 [304]E(f12(x3041,f11(x3041,a1),a1),f3(a1)) % 87.51/87.60 [308]P5(f18(f29(x3081),a2),a28,a1) % 87.51/87.60 [310]P6(f3(a1),f19(f22(x3101),a27),a1) % 87.51/87.60 [311]P5(f6(f16(x3111),a1),f4(a1),a1) % 87.51/87.60 [312]P5(f6(f25(x3121),a1),f4(a1),a1) % 87.51/87.60 [313]E(f12(f19(x3131,a27),f4(a1),a1),f19(f22(x3131),a27)) % 87.51/87.60 [315]P5(f11(f18(x3151,a2),a1),f18(x3151,a2),a1) % 87.51/87.60 [318]P6(f3(a1),f12(f4(a1),f6(x3181,a1),a1),a1) % 87.51/87.60 [323]P5(f18(f36(x3231,a30,a28,a32),a2),a28,a1) % 87.51/87.60 [329]~E(f16(f17(x3291)),f3(a1)) % 87.51/87.60 [333]~P6(f12(f6(x3331,a1),f4(a1),a1),x3331,a1) % 87.51/87.60 [309]E(f8(f25(f17(x3091)),f16(f17(x3091)),a1),x3091) % 87.51/87.60 [319]E(f8(f25(f11(x3191,a1)),f16(f11(x3191,a1)),a1),f11(f8(f25(x3191),f16(x3191),a1),a1)) % 87.51/87.60 [322]P6(f18(f20(a30,f29(x3221),a2),a2),f12(f11(a32,a1),f8(f4(a1),f19(f22(x3221),a27),a1),a1),a1) % 87.51/87.60 [324]P6(f18(f20(a30,f36(x3241,a30,a28,a32),a2),a2),f12(f11(a32,a1),f8(f4(a1),f19(f22(x3241),a27),a1),a1),a1) % 87.51/87.60 [307]P6(f3(a1),f31(x3071,x3072),a1) % 87.51/87.60 [316]E(f8(f15(x3161),f15(x3162),a1),f15(f8(x3161,x3162,a1))) % 87.51/87.60 [320]E(f6(f12(x3201,f11(x3202,a1),a1),a1),f6(f12(x3202,f11(x3201,a1),a1),a1)) % 87.51/87.60 [325]P5(f6(f12(f12(x3251,x3252,a1),f12(f11(x3253,a1),f11(x3254,a1),a1),a1),a1),f12(f6(f12(x3251,f11(x3253,a1),a1),a1),f6(f12(x3252,f11(x3254,a1),a1),a1),a1),a1) % 87.51/87.60 [334]~E(f15(x3341),f3(a1))+E(x3341,f3(a1)) % 87.51/87.60 [335]~E(f15(x3351),f4(a1))+E(x3351,f4(a1)) % 87.51/87.60 [340]~E(f16(x3401),f4(a1))+E(f25(x3401),f3(a1)) % 87.51/87.60 [341]~P61(x3411)+P1(f26(x3411)) % 87.51/87.60 [342]~P61(x3421)+P2(f26(x3421)) % 87.51/87.60 [343]~P61(x3431)+P59(f26(x3431)) % 87.51/87.60 [344]~P61(x3441)+P60(f26(x3441)) % 87.51/87.60 [345]~P61(x3451)+P62(f26(x3451)) % 87.51/87.60 [346]~P47(x3461)+P3(f26(x3461)) % 87.51/87.60 [347]~P45(x3471)+P50(f26(x3471)) % 87.51/87.60 [348]~P33(x3481)+P33(f26(x3481)) % 87.51/87.60 [349]~P49(x3491)+P4(f26(x3491)) % 87.51/87.60 [350]~P61(x3501)+P9(f26(x3501)) % 87.51/87.60 [351]~P61(x3511)+P63(f26(x3511)) % 87.51/87.60 [352]~P52(x3521)+P52(f26(x3521)) % 87.51/87.60 [353]~P61(x3531)+P53(f26(x3531)) % 87.51/87.60 [354]~P61(x3541)+P55(f26(x3541)) % 87.51/87.60 [355]~P61(x3551)+P64(f26(x3551)) % 87.51/87.60 [356]~P45(x3561)+P45(f26(x3561)) % 87.51/87.60 [357]~P61(x3571)+P26(f26(x3571)) % 87.51/87.60 [358]~P61(x3581)+P61(f26(x3581)) % 87.51/87.60 [359]~P61(x3591)+P66(f26(x3591)) % 87.51/87.60 [360]~P61(x3601)+P27(f26(x3601)) % 87.51/87.60 [361]~P61(x3611)+P28(f26(x3611)) % 87.51/87.60 [362]~P48(x3621)+P11(f26(x3621)) % 87.51/87.60 [363]~P48(x3631)+P46(f26(x3631)) % 87.51/87.60 [364]~P61(x3641)+P67(f26(x3641)) % 87.51/87.60 [365]~P12(x3651)+P16(f26(x3651)) % 87.51/87.60 [366]~P12(x3661)+P12(f26(x3661)) % 87.51/87.60 [367]~P49(x3671)+P8(f26(x3671)) % 87.51/87.60 [368]~P19(x3681)+P17(f26(x3681)) % 87.51/87.60 [369]~P19(x3691)+P18(f26(x3691)) % 87.51/87.60 [370]~P61(x3701)+P29(f26(x3701)) % 87.51/87.60 [371]~P45(x3711)+P68(f26(x3711)) % 87.51/87.60 [372]~P61(x3721)+P69(f26(x3721)) % 87.51/87.60 [373]~P52(x3731)+P70(f26(x3731)) % 87.51/87.60 [374]~P52(x3741)+P56(f26(x3741)) % 87.51/87.60 [375]~P47(x3751)+P47(f26(x3751)) % 87.51/87.60 [376]~P61(x3761)+P44(f26(x3761)) % 87.51/87.60 [377]~P61(x3771)+P65(f26(x3771)) % 87.51/87.60 [378]~P20(x3781)+P20(f26(x3781)) % 87.51/87.60 [379]~P61(x3791)+P23(f26(x3791)) % 87.51/87.60 [380]~P33(x3801)+P71(f26(x3801)) % 87.51/87.60 [381]~P45(x3811)+P24(f26(x3811)) % 87.51/87.60 [382]~P45(x3821)+P21(f26(x3821)) % 87.51/87.60 [383]~P61(x3831)+P36(f26(x3831)) % 87.51/87.60 [384]~P20(x3841)+P14(f26(x3841)) % 87.51/87.60 [385]~P48(x3851)+P57(f26(x3851)) % 87.51/87.60 [386]~P61(x3861)+P30(f26(x3861)) % 87.51/87.60 [387]~P48(x3871)+P72(f26(x3871)) % 87.51/87.60 [388]~P61(x3881)+P58(f26(x3881)) % 87.51/87.60 [389]~P20(x3891)+P25(f26(x3891)) % 87.51/87.60 [390]~P48(x3901)+P48(f26(x3901)) % 87.51/87.60 [391]~P19(x3911)+P19(f26(x3911)) % 87.51/87.60 [393]~P68(x3931)+~E(f4(x3931),f3(x3931)) % 87.51/87.60 [474]E(f6(x4741,a1),x4741)+P6(x4741,f3(a1),a1) % 87.51/87.60 [495]~P64(x4951)+P6(f3(x4951),f4(x4951),x4951) % 87.51/87.60 [496]~P64(x4961)+P5(f3(x4961),f4(x4961),x4961) % 87.51/87.60 [535]~E(f15(x5351),f3(a1))+~P6(f3(a1),x5351,a1) % 87.51/87.60 [555]~P64(x5551)+~P6(f4(x5551),f3(x5551),x5551) % 87.51/87.60 [556]~P64(x5561)+~P5(f4(x5561),f3(x5561),x5561) % 87.51/87.60 [557]E(f6(x5571,a1),f11(x5571,a1))+~P6(x5571,f3(a1),a1) % 87.51/87.60 [621]~P6(x6211,f3(a1),a1)+P6(f15(x6211),f3(a1),a1) % 87.51/87.60 [622]~P6(x6221,f4(a1),a1)+P6(f15(x6221),f4(a1),a1) % 87.51/87.60 [623]~P5(x6231,f3(a1),a1)+P5(f15(x6231),f3(a1),a1) % 87.51/87.60 [624]~P5(x6241,f4(a1),a1)+P5(f15(x6241),f4(a1),a1) % 87.51/87.60 [626]~P6(f3(a1),x6261,a1)+P6(f3(a1),f15(x6261),a1) % 87.51/87.60 [627]~P6(f4(a1),x6271,a1)+P6(f4(a1),f15(x6271),a1) % 87.51/87.60 [629]~P5(f3(a1),x6291,a1)+P5(f3(a1),f15(x6291),a1) % 87.51/87.60 [631]~P5(f4(a1),x6311,a1)+P5(f4(a1),f15(x6311),a1) % 87.51/87.60 [634]~P6(f15(x6341),f3(a1),a1)+P6(x6341,f3(a1),a1) % 87.51/87.60 [635]~P6(f15(x6351),f4(a1),a1)+P6(x6351,f4(a1),a1) % 87.51/87.60 [636]~P5(f15(x6361),f3(a1),a1)+P5(x6361,f3(a1),a1) % 87.51/87.60 [637]~P5(f15(x6371),f4(a1),a1)+P5(x6371,f4(a1),a1) % 87.51/87.60 [638]~P6(f3(a1),f15(x6381),a1)+P6(f3(a1),x6381,a1) % 87.51/87.60 [639]~P6(f4(a1),f15(x6391),a1)+P6(f4(a1),x6391,a1) % 87.51/87.60 [640]~P5(f3(a1),f15(x6401),a1)+P5(f3(a1),x6401,a1) % 87.51/87.60 [641]~P5(f4(a1),f15(x6411),a1)+P5(f4(a1),x6411,a1) % 87.51/87.60 [804]~P6(x8041,a32,a1)+P6(x8041,f37(a30,a28,x8041),a1) % 87.51/87.60 [394]~P34(x3941)+E(f23(f3(a1),x3941),f3(x3941)) % 87.51/87.60 [395]~P34(x3951)+E(f23(f4(a1),x3951),f4(x3951)) % 87.51/87.60 [396]~P43(x3961)+E(f18(f3(x3961),x3961),f3(a1)) % 87.51/87.60 [397]~P41(x3971)+E(f18(f4(x3971),x3971),f4(a1)) % 87.51/87.60 [399]~P16(x3991)+E(f11(f3(x3991),x3991),f3(x3991)) % 87.51/87.60 [400]~P23(x4001)+E(f11(f3(x4001),x4001),f3(x4001)) % 87.51/87.60 [401]~P32(x4011)+E(f10(f3(x4011),x4011),f3(x4011)) % 87.51/87.60 [402]~P51(x4021)+E(f10(f4(x4021),x4021),f4(x4021)) % 87.51/87.60 [403]~P26(x4031)+E(f6(f3(x4031),x4031),f3(x4031)) % 87.51/87.60 [404]~P61(x4041)+E(f6(f4(x4041),x4041),f4(x4041)) % 87.51/87.60 [405]~P43(x4051)+E(f13(f3(x4051),x4051),f3(x4051)) % 87.51/87.60 [406]~P61(x4061)+E(f13(f3(x4061),x4061),f3(x4061)) % 87.51/87.60 [407]~P69(x4071)+E(f13(f3(x4071),x4071),f3(x4071)) % 87.51/87.60 [408]~P41(x4081)+E(f13(f4(x4081),x4081),f4(x4081)) % 87.51/87.60 [409]~E(f25(x4091),f3(a1))+E(f6(f16(x4091),a1),f4(a1)) % 87.51/87.60 [498]~P10(x4981)+E(f12(f3(x4981),f3(x4981),x4981),f3(x4981)) % 87.51/87.60 [538]~P43(x5381)+P5(f18(f3(x5381),x5381),f3(a1),a1) % 87.51/87.60 [543]~P26(x5431)+P5(f6(f3(x5431),x5431),f3(x5431),x5431) % 87.51/87.60 [642]~P43(x6421)+~P6(f3(a1),f18(f3(x6421),x6421),a1) % 87.51/87.60 [645]~P26(x6451)+~P6(f3(x6451),f6(f3(x6451),x6451),x6451) % 87.51/87.60 [733]~P64(x7331)+P6(f3(x7331),f12(f4(x7331),f4(x7331),x7331),x7331) % 87.51/87.60 [924]~P6(x9241,a32,a1)+P5(f18(f40(a30,a28,x9241),a2),a28,a1) % 87.51/87.60 [991]~P6(f11(a32,a1),x9911,a1)+P5(f18(f39(a30,a28,x9911),a2),a28,a1) % 87.51/87.60 [1023]~P5(f18(x10231,a2),a28,a1)+P5(f11(a32,a1),f18(f20(a30,x10231,a2),a2),a1) % 87.51/87.60 [446]~P43(x4461)+E(f18(f13(f3(x4461),x4461),x4461),f3(a1)) % 87.51/87.60 [874]~P60(x8741)+E(f12(f14(f3(x8741),f3(x8741),x8741),f14(f3(x8741),f3(x8741),x8741),x8741),f3(x8741)) % 87.51/87.60 [1104]~P6(x11041,a32,a1)+E(f18(f20(a30,f40(a30,a28,x11041),a2),a2),f11(f37(a30,a28,x11041),a1)) % 87.51/87.60 [1198]~P60(x11981)+P5(f12(f14(f3(x11981),f3(x11981),x11981),f14(f3(x11981),f3(x11981),x11981),x11981),f3(x11981),x11981) % 87.51/87.60 [1218]~P6(f11(a32,a1),x12181,a1)+P6(f18(f20(a30,f39(a30,a28,x12181),a2),a2),x12181,a1) % 87.51/87.60 [1233]~P60(x12331)+~P6(f3(x12331),f12(f14(f3(x12331),f3(x12331),x12331),f14(f3(x12331),f3(x12331),x12331),x12331),x12331) % 87.51/87.60 [443]~P1(x4432)+P5(x4431,x4431,x4432) % 87.51/87.60 [444]~P36(x4442)+P5(x4441,x4441,x4442) % 87.51/87.60 [445]~P45(x4452)+P7(x4451,x4451,x4452) % 87.51/87.60 [523]~P6(x5232,x5232,x5231)+~P1(x5231) % 87.51/87.60 [524]~P6(x5242,x5242,x5241)+~P2(x5241) % 87.51/87.60 [525]~P6(x5252,x5252,x5251)+~P36(x5251) % 87.51/87.60 [545]P5(x5452,x5451,a1)+P5(x5451,x5452,a1) % 87.51/87.60 [591]~P6(x5911,x5912,a1)+P5(x5911,x5912,a1) % 87.51/87.60 [337]E(x3371,x3372)+~E(f22(x3371),f22(x3372)) % 87.51/87.60 [338]E(x3381,x3382)+~E(f15(x3381),f15(x3382)) % 87.51/87.60 [339]E(x3391,x3392)+~E(f5(x3391),f5(x3392)) % 87.51/87.60 [422]E(x4221,x4222)+~E(f19(x4221,a27),f19(x4222,a27)) % 87.51/87.60 [447]~P15(x4472)+E(f14(x4471,x4471,x4472),x4471) % 87.51/87.60 [450]~P16(x4502)+E(f9(x4501,x4501,x4502),f3(x4502)) % 87.51/87.60 [451]~P12(x4512)+E(f9(x4511,x4511,x4512),f3(x4512)) % 87.51/87.60 [452]~P4(x4522)+E(f7(x4521,x4521,x4522),f3(x4522)) % 87.51/87.60 [454]~P45(x4542)+P7(x4541,f3(x4542),x4542) % 87.51/87.60 [455]~P45(x4551)+P7(f4(x4551),x4552,x4551) % 87.51/87.60 [512]~P26(x5122)+P5(x5121,f6(x5121,x5122),x5122) % 87.51/87.60 [514]~P43(x5142)+P5(f3(a1),f18(x5141,x5142),a1) % 87.51/87.60 [526]~P26(x5261)+P5(f3(x5261),f6(x5262,x5261),x5261) % 87.51/87.60 [536]E(x5361,f11(x5362,a1))+~E(f12(x5362,x5361,a1),f3(a1)) % 87.51/87.60 [558]~P26(x5582)+P5(f11(x5581,x5582),f6(x5581,x5582),x5582) % 87.51/87.60 [590]~P43(x5901)+~P6(f18(x5902,x5901),f3(a1),a1) % 87.51/87.60 [603]~P26(x6031)+~P6(f6(x6032,x6031),f3(x6031),x6031) % 87.51/87.60 [609]~P6(x6091,x6092,a1)+P6(f15(x6091),f15(x6092),a1) % 87.51/87.60 [610]~P6(x6101,x6102,a1)+P6(f17(x6101),f17(x6102),a1) % 87.51/87.60 [611]~P5(x6111,x6112,a1)+P5(f15(x6111),f15(x6112),a1) % 87.51/87.60 [612]~P5(x6121,x6122,a1)+P5(f17(x6121),f17(x6122),a1) % 87.51/87.60 [643]P6(x6431,x6432,a1)+~P6(f15(x6431),f15(x6432),a1) % 87.51/87.60 [644]P5(x6441,x6442,a1)+~P5(f15(x6441),f15(x6442),a1) % 87.51/87.60 [658]P5(x6581,x6582,a1)+~P5(f6(x6581,a1),x6582,a1) % 87.51/87.60 [664]~P60(x6641)+P5(f3(x6641),f14(x6642,x6642,x6641),x6641) % 87.51/87.60 [723]~P5(f6(x7232,a1),x7231,a1)+P5(f11(x7231,a1),x7232,a1) % 87.51/87.60 [825]~P60(x8251)+~P6(f14(x8252,x8252,x8251),f3(x8251),x8251) % 87.51/87.60 [829]~P6(f11(x8291,a1),x8292,a1)+P6(f3(a1),f12(x8291,x8292,a1),a1) % 87.51/87.60 [830]~P5(f11(x8301,a1),x8302,a1)+P5(f3(a1),f12(x8301,x8302,a1),a1) % 87.51/87.60 [831]~P6(x8312,f11(x8311,a1),a1)+P6(f12(x8311,x8312,a1),f3(a1),a1) % 87.51/87.60 [832]~P5(x8322,f11(x8321,a1),a1)+P5(f12(x8321,x8322,a1),f3(a1),a1) % 87.51/87.60 [870]P6(x8701,f11(x8702,a1),a1)+~P6(f12(x8702,x8701,a1),f3(a1),a1) % 87.51/87.60 [871]P5(x8711,f11(x8712,a1),a1)+~P5(f12(x8712,x8711,a1),f3(a1),a1) % 87.51/87.60 [872]P6(f11(x8721,a1),x8722,a1)+~P6(f3(a1),f12(x8721,x8722,a1),a1) % 87.51/87.60 [873]P5(f11(x8731,a1),x8732,a1)+~P5(f3(a1),f12(x8731,x8732,a1),a1) % 87.51/87.60 [426]~P16(x4262)+E(f11(f11(x4261,x4262),x4262),x4261) % 87.51/87.60 [427]~P13(x4272)+E(f11(f11(x4271,x4272),x4272),x4271) % 87.51/87.60 [436]~P41(x4362)+E(f18(f23(x4361,x4362),x4362),f6(x4361,a1)) % 87.51/87.60 [437]~P43(x4372)+E(f6(f18(x4371,x4372),a1),f18(x4371,x4372)) % 87.51/87.60 [439]~P26(x4392)+E(f6(f11(x4391,x4392),x4392),f6(x4391,x4392)) % 87.51/87.60 [440]~P26(x4402)+E(f6(f6(x4401,x4402),x4402),f6(x4401,x4402)) % 87.51/87.60 [441]~P43(x4412)+E(f18(f11(x4411,x4412),x4412),f18(x4411,x4412)) % 87.51/87.60 [442]~P61(x4422)+E(f13(f13(x4421,x4422),x4422),f13(x4421,x4422)) % 87.51/87.60 [453]~P37(x4532)+E(f24(f4(a1),x4531,x4532),x4531) % 87.51/87.60 [456]~P49(x4562)+E(f8(x4561,f4(x4562),x4562),x4561) % 87.51/87.60 [457]~P45(x4572)+E(f14(x4571,f4(x4572),x4572),x4571) % 87.51/87.60 [458]~P24(x4582)+E(f14(x4581,f4(x4582),x4582),x4581) % 87.51/87.60 [459]~P45(x4592)+E(f12(x4591,f3(x4592),x4592),x4591) % 87.51/87.60 [460]~P20(x4602)+E(f12(x4601,f3(x4602),x4602),x4601) % 87.51/87.60 [461]~P25(x4612)+E(f12(x4611,f3(x4612),x4612),x4611) % 87.51/87.60 [462]~P16(x4622)+E(f9(x4621,f3(x4622),x4622),x4621) % 87.51/87.60 [463]~P4(x4632)+E(f7(x4631,f3(x4632),x4632),x4631) % 87.51/87.60 [465]~P45(x4651)+E(f14(f4(x4651),x4652,x4651),x4652) % 87.51/87.60 [466]~P24(x4661)+E(f14(f4(x4661),x4662,x4661),x4662) % 87.51/87.60 [467]~P21(x4671)+E(f14(f4(x4671),x4672,x4671),x4672) % 87.51/87.60 [469]~P45(x4691)+E(f12(f3(x4691),x4692,x4691),x4692) % 87.51/87.60 [470]~P20(x4701)+E(f12(f3(x4701),x4702,x4701),x4702) % 87.51/87.60 [471]~P25(x4711)+E(f12(f3(x4711),x4712,x4711),x4712) % 87.51/87.60 [472]~P37(x4722)+E(f24(f3(a1),x4721,x4722),f3(x4722)) % 87.51/87.60 [473]~P43(x4732)+E(f24(f3(a1),x4731,x4732),f3(x4732)) % 87.51/87.60 [477]~P45(x4772)+E(f14(x4771,f3(x4772),x4772),f3(x4772)) % 87.51/87.60 [479]~P39(x4792)+E(f14(x4791,f3(x4792),x4792),f3(x4792)) % 87.51/87.60 [480]~P70(x4802)+E(f14(x4801,f3(x4802),x4802),f3(x4802)) % 87.51/87.60 [481]~P57(x4812)+E(f14(x4811,f3(x4812),x4812),f3(x4812)) % 87.51/87.60 [482]~P4(x4822)+E(f7(x4821,f4(x4822),x4822),f3(x4822)) % 87.51/87.60 [483]~P37(x4832)+E(f24(x4831,f3(x4832),x4832),f3(x4832)) % 87.51/87.60 [484]~P43(x4842)+E(f24(x4841,f3(x4842),x4842),f3(x4842)) % 87.51/87.60 [485]~P49(x4851)+E(f8(f3(x4851),x4852,x4851),f3(x4851)) % 87.51/87.60 [486]~P38(x4861)+E(f8(f3(x4861),x4862,x4861),f3(x4861)) % 87.51/87.60 [488]~P45(x4881)+E(f14(f3(x4881),x4882,x4881),f3(x4881)) % 87.51/87.60 [490]~P39(x4901)+E(f14(f3(x4901),x4902,x4901),f3(x4901)) % 87.51/87.60 [491]~P70(x4911)+E(f14(f3(x4911),x4912,x4911),f3(x4911)) % 87.51/87.60 [492]~P57(x4921)+E(f14(f3(x4921),x4922,x4921),f3(x4921)) % 87.51/87.60 [493]~P4(x4931)+E(f7(f3(x4931),x4932,x4931),f3(x4931)) % 87.51/87.60 [504]~P34(x5042)+E(f24(x5041,f4(x5042),x5042),f23(x5041,x5042)) % 87.51/87.60 [505]~P49(x5051)+E(f8(f4(x5051),x5052,x5051),f10(x5052,x5051)) % 87.51/87.60 [506]~P16(x5061)+E(f9(f3(x5061),x5062,x5061),f11(x5062,x5061)) % 87.51/87.60 [508]~P34(x5082)+E(f23(f11(x5081,a1),x5082),f11(f23(x5081,x5082),x5082)) % 87.51/87.60 [510]~P43(x5102)+E(f13(f11(x5101,x5102),x5102),f11(f13(x5101,x5102),x5102)) % 87.51/87.60 [517]~P16(x5172)+E(f12(x5171,f11(x5171,x5172),x5172),f3(x5172)) % 87.51/87.60 [519]~P16(x5192)+E(f12(f11(x5191,x5192),x5191,x5192),f3(x5192)) % 87.51/87.60 [520]~P12(x5202)+E(f12(f11(x5201,x5202),x5201,x5202),f3(x5202)) % 87.51/87.60 [537]~P61(x5372)+E(f14(x5371,f13(x5371,x5372),x5372),f6(x5371,x5372)) % 87.51/87.60 [560]~P61(x5602)+E(f14(f13(x5601,x5602),f6(x5601,x5602),x5602),x5601) % 87.51/87.60 [584]E(x5841,x5842)+~E(f12(x5841,f11(x5842,a1),a1),f3(a1)) % 87.51/87.60 [604]~P26(x6042)+P5(f11(f6(x6041,x6042),x6042),f3(x6042),x6042) % 87.51/87.60 [648]~P52(x6482)+E(f14(f11(x6481,x6482),f11(x6481,x6482),x6482),f14(x6481,x6481,x6482)) % 87.51/87.60 [649]~P61(x6492)+E(f14(f6(x6491,x6492),f6(x6491,x6492),x6492),f14(x6491,x6491,x6492)) % 87.51/87.60 [681]~P64(x6812)+P6(x6811,f12(x6811,f4(x6812),x6812),x6812) % 87.51/87.60 [834]~P6(x8342,x8341,a1)+P6(f3(a1),f12(x8341,f11(x8342,a1),a1),a1) % 87.51/87.60 [988]P6(x9881,x9882,a1)+~P6(f3(a1),f12(x9882,f11(x9881,a1),a1),a1) % 87.51/87.60 [559]~P3(x5591)+E(f14(f11(f4(x5591),x5591),x5592,x5591),f11(x5592,x5591)) % 87.51/87.60 [813]~P45(x8132)+E(f12(x8131,x8131,x8132),f14(f12(f4(x8132),f4(x8132),x8132),x8131,x8132)) % 87.51/87.60 [565]~P45(x5653)+E(f14(x5651,x5652,x5653),f14(x5652,x5651,x5653)) % 87.51/87.60 [567]~P45(x5673)+E(f12(x5671,x5672,x5673),f12(x5672,x5671,x5673)) % 87.51/87.60 [568]~P20(x5683)+E(f12(x5681,x5682,x5683),f12(x5682,x5681,x5683)) % 87.51/87.60 [650]~P45(x6503)+P7(x6501,f14(x6502,x6501,x6503),x6503) % 87.51/87.60 [651]~P50(x6513)+P7(x6511,f14(x6511,x6512,x6513),x6513) % 87.51/87.60 [652]~P45(x6523)+P7(x6521,f14(x6521,x6522,x6523),x6523) % 87.51/87.60 [921]~P5(x9212,x9213,a1)+P5(f12(x9211,x9212,a1),f12(x9211,x9213,a1),a1) % 87.51/87.60 [583]~P37(x5832)+E(f24(f3(a1),x5831,x5832),f24(f3(a1),x5833,x5832)) % 87.51/87.60 [586]~P37(x5862)+E(f24(x5861,f3(x5862),x5862),f24(x5863,f3(x5862),x5862)) % 87.51/87.60 [596]~P49(x5963)+E(f14(x5961,f10(x5962,x5963),x5963),f8(x5961,x5962,x5963)) % 87.51/87.60 [597]~P3(x5973)+E(f12(x5971,f11(x5972,x5973),x5973),f9(x5971,x5972,x5973)) % 87.51/87.60 [598]~P16(x5983)+E(f12(x5981,f11(x5982,x5983),x5983),f9(x5981,x5982,x5983)) % 87.51/87.60 [600]~P12(x6003)+E(f12(x6001,f11(x6002,x6003),x6003),f9(x6001,x6002,x6003)) % 87.51/87.60 [601]~P34(x6012)+E(f14(f23(x6011,x6012),x6013,x6012),f24(x6011,x6013,x6012)) % 87.51/87.60 [602]~P16(x6023)+E(f9(x6021,f11(x6022,x6023),x6023),f12(x6021,x6022,x6023)) % 87.51/87.60 [646]~P71(x6462)+E(f14(f11(x6461,x6462),x6463,x6462),f14(x6461,f11(x6463,x6462),x6462)) % 87.51/87.60 [647]~P71(x6472)+E(f14(f11(x6471,x6472),f11(x6473,x6472),x6472),f14(x6471,x6473,x6472)) % 87.51/87.60 [653]~P16(x6533)+E(f12(f9(x6531,x6532,x6533),x6532,x6533),x6531) % 87.51/87.60 [654]~P16(x6543)+E(f9(f12(x6541,x6542,x6543),x6542,x6543),x6541) % 87.51/87.60 [656]~P4(x6563)+E(f7(f14(x6561,x6562,x6563),x6562,x6563),f3(x6563)) % 87.51/87.60 [657]~P4(x6573)+E(f7(f14(x6571,x6572,x6573),x6571,x6573),f3(x6573)) % 87.51/87.60 [689]~P12(x6893)+E(f11(f9(x6891,x6892,x6893),x6893),f9(x6892,x6891,x6893)) % 87.51/87.60 [721]~P12(x7212)+E(f12(f11(x7211,x7212),f12(x7213,x7211,x7212),x7212),x7213) % 87.51/87.60 [722]~P16(x7222)+E(f12(f11(x7221,x7222),f12(x7221,x7223,x7222),x7222),x7223) % 87.51/87.60 [744]~P37(x7443)+E(f24(f11(x7441,a1),x7442,x7443),f11(f24(x7441,x7442,x7443),x7443)) % 87.51/87.60 [745]~P43(x7453)+E(f24(f11(x7451,a1),x7452,x7453),f11(f24(x7451,x7452,x7453),x7453)) % 87.51/87.60 [746]~P71(x7463)+E(f14(x7461,f11(x7462,x7463),x7463),f11(f14(x7461,x7462,x7463),x7463)) % 87.51/87.60 [747]~P49(x7472)+E(f8(f11(x7471,x7472),x7473,x7472),f11(f8(x7471,x7473,x7472),x7472)) % 87.51/87.60 [748]~P71(x7482)+E(f14(f11(x7481,x7482),x7483,x7482),f11(f14(x7481,x7483,x7482),x7482)) % 87.51/87.60 [750]~P39(x7503)+E(f14(x7501,f11(x7502,x7503),x7503),f11(f14(x7501,x7502,x7503),x7503)) % 87.51/87.60 [751]~P37(x7513)+E(f24(x7511,f11(x7512,x7513),x7513),f11(f24(x7511,x7512,x7513),x7513)) % 87.51/87.60 [752]~P43(x7523)+E(f24(x7521,f11(x7522,x7523),x7523),f11(f24(x7521,x7522,x7523),x7523)) % 87.51/87.60 [753]~P38(x7532)+E(f8(f11(x7531,x7532),x7533,x7532),f11(f8(x7531,x7533,x7532),x7532)) % 87.51/87.60 [755]~P39(x7552)+E(f14(f11(x7551,x7552),x7553,x7552),f11(f14(x7551,x7553,x7552),x7552)) % 87.51/87.60 [781]~P15(x7813)+E(f14(x7811,f14(x7811,x7812,x7813),x7813),f14(x7811,x7812,x7813)) % 87.51/87.60 [782]~P4(x7823)+E(f7(f12(x7821,x7822,x7823),x7822,x7823),f7(x7821,x7822,x7823)) % 87.51/87.60 [783]~P4(x7833)+E(f7(f12(x7831,x7832,x7833),x7831,x7833),f7(x7832,x7831,x7833)) % 87.51/87.60 [784]~P4(x7843)+E(f7(f7(x7841,x7842,x7843),x7842,x7843),f7(x7841,x7842,x7843)) % 87.51/87.60 [787]~P34(x7872)+E(f12(f23(x7871,x7872),f23(x7873,x7872),x7872),f23(f12(x7871,x7873,a1),x7872)) % 87.51/87.60 [788]~P16(x7882)+E(f12(f11(x7881,x7882),f11(x7883,x7882),x7882),f11(f12(x7883,x7881,x7882),x7882)) % 87.51/87.60 [789]~P12(x7892)+E(f12(f11(x7891,x7892),f11(x7893,x7892),x7892),f11(f12(x7891,x7893,x7892),x7892)) % 87.51/87.60 [790]~P61(x7902)+E(f14(f6(x7901,x7902),f6(x7903,x7902),x7902),f6(f14(x7901,x7903,x7902),x7902)) % 87.51/87.60 [791]~P61(x7912)+E(f14(f13(x7911,x7912),f13(x7913,x7912),x7912),f13(f14(x7911,x7913,x7912),x7912)) % 87.51/87.60 [792]~P42(x7922)+E(f14(f13(x7921,x7922),f13(x7923,x7922),x7922),f13(f14(x7921,x7923,x7922),x7922)) % 87.51/87.60 [793]~P12(x7932)+E(f9(f11(x7931,x7932),f11(x7933,x7932),x7932),f11(f9(x7931,x7933,x7932),x7932)) % 87.51/87.60 [814]~P26(x8143)+E(f6(f9(x8141,x8142,x8143),x8143),f6(f9(x8142,x8141,x8143),x8143)) % 87.51/87.60 [815]~P43(x8153)+E(f18(f9(x8151,x8152,x8153),x8153),f18(f9(x8152,x8151,x8153),x8153)) % 87.51/87.60 [849]~P52(x8492)+P7(f14(x8491,f3(x8492),x8492),f14(x8493,f3(x8492),x8492),x8492) % 87.51/87.60 [850]~P52(x8501)+P7(f14(f3(x8501),x8502,x8501),f14(f3(x8501),x8503,x8501),x8501) % 87.51/87.60 [1030]~P5(f18(x10302,a2),x10303,a1)+P5(f18(f20(x10301,x10302,a2),a2),f31(x10301,x10303),a1) % 87.51/87.60 [1101]~P43(x11013)+P5(f18(f12(x11011,x11012,x11013),x11013),f12(f18(x11011,x11013),f18(x11012,x11013),a1),a1) % 87.51/87.60 [1102]~P43(x11023)+P5(f18(f9(x11021,x11022,x11023),x11023),f12(f18(x11021,x11023),f18(x11022,x11023),a1),a1) % 87.51/87.60 [1105]~P54(x11053)+P5(f6(f14(x11051,x11052,x11053),x11053),f14(f6(x11051,x11053),f6(x11052,x11053),x11053),x11053) % 87.51/87.60 [1106]~P26(x11063)+P5(f6(f12(x11061,x11062,x11063),x11063),f12(f6(x11061,x11063),f6(x11062,x11063),x11063),x11063) % 87.51/87.60 [1107]~P26(x11073)+P5(f6(f9(x11071,x11072,x11073),x11073),f12(f6(x11071,x11073),f6(x11072,x11073),x11073),x11073) % 87.51/87.60 [1108]~P26(x11082)+P5(f9(f6(x11081,x11082),f6(x11083,x11082),x11082),f6(f9(x11081,x11083,x11082),x11082),x11082) % 87.51/87.60 [1176]~P60(x11761)+P5(f3(x11761),f12(f14(x11762,x11762,x11761),f14(x11763,x11763,x11761),x11761),x11761) % 87.51/87.60 [1225]~P60(x12251)+~P6(f12(f14(x12252,x12252,x12251),f14(x12253,x12253,x12251),x12251),f3(x12251),x12251) % 87.51/87.60 [778]~P33(x7782)+E(f20(f11(x7781,f26(x7782)),x7783,x7782),f11(f20(x7781,x7783,x7782),x7782)) % 87.51/87.60 [780]~P16(x7802)+E(f12(x7801,f12(f11(x7801,x7802),x7803,x7802),x7802),x7803) % 87.51/87.60 [911]~P26(x9112)+E(f6(f12(f6(x9111,x9112),f6(x9113,x9112),x9112),x9112),f12(f6(x9111,x9112),f6(x9113,x9112),x9112)) % 87.51/87.60 [917]~P45(x9173)+E(f12(x9171,f14(x9172,x9171,x9173),x9173),f14(f12(x9172,f4(x9173),x9173),x9171,x9173)) % 87.51/87.60 [918]~P45(x9183)+E(f12(f14(x9181,x9182,x9183),x9182,x9183),f14(f12(x9181,f4(x9183),x9183),x9182,x9183)) % 87.51/87.60 [989]~P8(x9893)+E(f7(f11(f7(x9891,x9892,x9893),x9893),x9892,x9893),f7(f11(x9891,x9893),x9892,x9893)) % 87.51/87.60 [1205]~P26(x12052)+P5(f6(f9(f6(x12051,x12052),f6(x12053,x12052),x12052),x12052),f6(f9(x12051,x12053,x12052),x12052),x12052) % 87.51/87.60 [875]~P45(x8754)+E(f14(x8751,f14(x8752,x8753,x8754),x8754),f14(x8752,f14(x8751,x8753,x8754),x8754)) % 87.51/87.60 [876]~P45(x8764)+E(f12(x8761,f12(x8762,x8763,x8764),x8764),f12(x8762,f12(x8761,x8763,x8764),x8764)) % 87.51/87.60 [877]~P12(x8774)+E(f12(x8771,f12(x8772,x8773,x8774),x8774),f12(x8772,f12(x8771,x8773,x8774),x8774)) % 87.51/87.60 [878]~P20(x8784)+E(f12(x8781,f12(x8782,x8783,x8784),x8784),f12(x8782,f12(x8781,x8783,x8784),x8784)) % 87.51/87.60 [880]~P39(x8804)+E(f24(x8801,f14(x8802,x8803,x8804),x8804),f14(x8802,f24(x8801,x8803,x8804),x8804)) % 87.51/87.60 [881]~P35(x8814)+E(f24(x8811,f14(x8812,x8813,x8814),x8814),f14(x8812,f24(x8811,x8813,x8814),x8814)) % 87.51/87.60 [882]~P37(x8824)+E(f24(x8821,f24(x8822,x8823,x8824),x8824),f24(x8822,f24(x8821,x8823,x8824),x8824)) % 87.51/87.60 [884]~P43(x8844)+E(f24(x8841,f24(x8842,x8843,x8844),x8844),f24(x8842,f24(x8841,x8843,x8844),x8844)) % 87.51/87.60 [889]~P38(x8894)+E(f24(x8891,f8(x8892,x8893,x8894),x8894),f8(f24(x8891,x8892,x8894),x8893,x8894)) % 87.51/87.60 [890]~P45(x8903)+E(f14(f14(x8901,x8902,x8903),x8904,x8903),f14(x8901,f14(x8902,x8904,x8903),x8903)) % 87.51/87.60 [891]~P11(x8913)+E(f14(f14(x8911,x8912,x8913),x8914,x8913),f14(x8911,f14(x8912,x8914,x8913),x8913)) % 87.51/87.60 [893]~P39(x8934)+E(f24(x8931,f14(x8932,x8933,x8934),x8934),f14(f24(x8931,x8932,x8934),x8933,x8934)) % 87.51/87.60 [894]~P35(x8944)+E(f24(x8941,f14(x8942,x8943,x8944),x8944),f14(f24(x8941,x8942,x8944),x8943,x8944)) % 87.51/87.60 [895]~P45(x8953)+E(f12(f12(x8951,x8952,x8953),x8954,x8953),f12(x8951,f12(x8952,x8954,x8953),x8953)) % 87.51/87.60 [896]~P20(x8963)+E(f12(f12(x8961,x8962,x8963),x8964,x8963),f12(x8961,f12(x8962,x8964,x8963),x8963)) % 87.51/87.60 [897]~P14(x8973)+E(f12(f12(x8971,x8972,x8973),x8974,x8973),f12(x8971,f12(x8972,x8974,x8973),x8973)) % 87.51/87.60 [898]~P48(x8983)+E(f20(f21(x8981,x8982,x8983),x8984,x8983),f20(x8981,f20(x8982,x8984,x8983),x8983)) % 87.51/87.60 [899]~P45(x8993)+E(f14(f14(x8991,x8992,x8993),x8994,x8993),f14(f14(x8991,x8994,x8993),x8992,x8993)) % 87.51/87.60 [900]~P45(x9003)+E(f12(f12(x9001,x9002,x9003),x9004,x9003),f12(f12(x9001,x9004,x9003),x9002,x9003)) % 87.51/87.60 [1032]~P37(x10323)+E(f12(f24(x10321,x10322,x10323),f24(x10324,x10322,x10323),x10323),f24(f12(x10321,x10324,a1),x10322,x10323)) % 87.51/87.60 [1033]~P43(x10333)+E(f12(f24(x10331,x10332,x10333),f24(x10334,x10332,x10333),x10333),f24(f12(x10331,x10334,a1),x10332,x10333)) % 87.51/87.60 [1036]~P45(x10363)+E(f12(f14(x10361,x10362,x10363),f14(x10361,x10364,x10363),x10363),f14(x10361,f12(x10362,x10364,x10363),x10363)) % 87.51/87.60 [1038]~P39(x10383)+E(f12(f14(x10381,x10382,x10383),f14(x10381,x10384,x10383),x10383),f14(x10381,f12(x10382,x10384,x10383),x10383)) % 87.51/87.60 [1040]~P39(x10403)+E(f9(f14(x10401,x10402,x10403),f14(x10401,x10404,x10403),x10403),f14(x10401,f9(x10402,x10404,x10403),x10403)) % 87.51/87.60 [1041]~P37(x10413)+E(f12(f24(x10411,x10412,x10413),f24(x10411,x10414,x10413),x10413),f24(x10411,f12(x10412,x10414,x10413),x10413)) % 87.51/87.60 [1042]~P43(x10423)+E(f12(f24(x10421,x10422,x10423),f24(x10421,x10424,x10423),x10423),f24(x10421,f12(x10422,x10424,x10423),x10423)) % 87.51/87.60 [1043]~P37(x10433)+E(f9(f24(x10431,x10432,x10433),f24(x10431,x10434,x10433),x10433),f24(x10431,f9(x10432,x10434,x10433),x10433)) % 87.51/87.60 [1044]~P43(x10443)+E(f9(f24(x10441,x10442,x10443),f24(x10441,x10444,x10443),x10443),f24(x10441,f9(x10442,x10444,x10443),x10443)) % 87.51/87.60 [1045]~P49(x10453)+E(f12(f8(x10451,x10452,x10453),f8(x10454,x10452,x10453),x10453),f8(f12(x10451,x10454,x10453),x10452,x10453)) % 87.51/87.60 [1046]~P38(x10463)+E(f12(f8(x10461,x10462,x10463),f8(x10464,x10462,x10463),x10463),f8(f12(x10461,x10464,x10463),x10462,x10463)) % 87.51/87.60 [1047]~P49(x10473)+E(f9(f8(x10471,x10472,x10473),f8(x10474,x10472,x10473),x10473),f8(f9(x10471,x10474,x10473),x10472,x10473)) % 87.51/87.60 [1048]~P38(x10483)+E(f9(f8(x10481,x10482,x10483),f8(x10484,x10482,x10483),x10483),f8(f9(x10481,x10484,x10483),x10482,x10483)) % 87.51/87.60 [1051]~P39(x10513)+E(f12(f14(x10511,x10512,x10513),f14(x10514,x10512,x10513),x10513),f14(f12(x10511,x10514,x10513),x10512,x10513)) % 87.51/87.60 [1052]~P46(x10523)+E(f12(f14(x10521,x10522,x10523),f14(x10524,x10522,x10523),x10523),f14(f12(x10521,x10524,x10523),x10522,x10523)) % 87.51/87.60 [1054]~P39(x10543)+E(f9(f14(x10541,x10542,x10543),f14(x10544,x10542,x10543),x10543),f14(f9(x10541,x10544,x10543),x10542,x10543)) % 87.51/87.60 [1055]~P4(x10553)+E(f7(f14(x10551,x10552,x10553),f14(x10551,x10554,x10553),x10553),f14(x10551,f7(x10552,x10554,x10553),x10553)) % 87.51/87.60 [1056]~P45(x10563)+E(f12(f14(x10561,x10562,x10563),f14(x10564,x10562,x10563),x10563),f14(f12(x10561,x10564,x10563),x10562,x10563)) % 87.51/87.60 [1057]~P4(x10573)+E(f7(f14(x10571,x10572,x10573),f14(x10574,x10572,x10573),x10573),f14(f7(x10571,x10574,x10573),x10572,x10573)) % 87.51/87.60 [1034]~P4(x10344)+E(f7(f12(x10341,f14(x10342,x10343,x10344),x10344),x10343,x10344),f7(x10341,x10343,x10344)) % 87.51/87.60 [1035]~P4(x10354)+E(f7(f12(x10351,f14(x10352,x10353,x10354),x10354),x10352,x10354),f7(x10351,x10352,x10354)) % 87.51/87.60 [1124]~P4(x11244)+E(f7(f14(x11241,f7(x11242,x11243,x11244),x11244),x11243,x11244),f7(f14(x11241,x11242,x11244),x11243,x11244)) % 87.51/87.60 [1126]~P8(x11264)+E(f7(f9(x11261,f7(x11262,x11263,x11264),x11264),x11263,x11264),f7(f9(x11261,x11262,x11264),x11263,x11264)) % 87.51/87.60 [1129]~P8(x11293)+E(f7(f9(f7(x11291,x11292,x11293),x11294,x11293),x11292,x11293),f7(f9(x11291,x11294,x11293),x11292,x11293)) % 87.51/87.60 [1130]~P4(x11304)+E(f7(f12(x11301,f7(x11302,x11303,x11304),x11304),x11303,x11304),f7(f12(x11301,x11302,x11304),x11303,x11304)) % 87.51/87.60 [1131]~P4(x11313)+E(f7(f14(f7(x11311,x11312,x11313),x11314,x11313),x11312,x11313),f7(f14(x11311,x11314,x11313),x11312,x11313)) % 87.51/87.60 [1132]~P4(x11323)+E(f7(f12(f7(x11321,x11322,x11323),x11324,x11323),x11322,x11323),f7(f12(x11321,x11324,x11323),x11322,x11323)) % 87.51/87.60 [1207]~P4(x12073)+E(f7(f14(f7(x12071,x12072,x12073),f7(x12074,x12072,x12073),x12073),x12072,x12073),f7(f14(x12071,x12074,x12073),x12072,x12073)) % 87.51/87.60 [1208]~P4(x12083)+E(f7(f12(f7(x12081,x12082,x12083),f7(x12084,x12082,x12083),x12083),x12082,x12083),f7(f12(x12081,x12084,x12083),x12082,x12083)) % 87.51/87.60 [1209]~P8(x12093)+E(f7(f9(f7(x12091,x12092,x12093),f7(x12094,x12092,x12093),x12093),x12092,x12093),f7(f9(x12091,x12094,x12093),x12092,x12093)) % 87.51/87.60 [1133]~P45(x11333)+E(f14(f14(x11331,x11332,x11333),f14(x11334,x11335,x11333),x11333),f14(f14(x11331,x11334,x11333),f14(x11332,x11335,x11333),x11333)) % 87.51/87.60 [1134]~P45(x11343)+E(f12(f12(x11341,x11342,x11343),f12(x11344,x11345,x11343),x11343),f12(f12(x11341,x11344,x11343),f12(x11342,x11345,x11343),x11343)) % 87.51/87.60 [1135]~P12(x11353)+E(f9(f12(x11351,x11352,x11353),f12(x11354,x11355,x11353),x11353),f12(f9(x11351,x11354,x11353),f9(x11352,x11355,x11353),x11353)) % 87.51/87.60 [1222]~P72(x12223)+E(f12(f14(x12221,x12222,x12223),f12(f14(x12224,x12222,x12223),x12225,x12223),x12223),f12(f14(f12(x12221,x12224,x12223),x12222,x12223),x12225,x12223)) % 87.51/87.60 [1246]~P43(x12463)+P5(f18(f9(f12(x12461,x12462,x12463),f12(x12464,x12465,x12463),x12463),x12463),f12(f18(f9(x12461,x12464,x12463),x12463),f18(f9(x12462,x12465,x12463),x12463),a1),a1) % 87.51/87.60 [1247]~P26(x12473)+P5(f6(f9(f12(x12471,x12472,x12473),f12(x12474,x12475,x12473),x12473),x12473),f12(f6(f9(x12471,x12474,x12473),x12473),f6(f9(x12472,x12475,x12473),x12473),x12473),x12473) % 87.51/87.60 [1248]~P39(x12483)+E(f12(f12(f14(f9(x12481,x12482,x12483),f9(x12484,x12485,x12483),x12483),f14(f9(x12481,x12482,x12483),x12485,x12483),x12483),f14(x12482,f9(x12484,x12485,x12483),x12483),x12483),f9(f14(x12481,x12484,x12483),f14(x12482,x12485,x12483),x12483)) % 87.51/87.60 [1232]~P71(x12323)+E(f12(f14(x12321,x12322,x12323),f12(f14(f9(x12324,x12321,x12323),x12322,x12323),x12325,x12323),x12323),f12(f14(x12324,x12322,x12323),x12325,x12323)) % 87.51/87.60 [1245]~P40(x12454)+E(f12(f14(x12451,f8(f9(x12452,x12453,x12454),x12455,x12454),x12454),f14(f8(f9(x12451,x12456,x12454),x12455,x12454),x12453,x12454),x12454),f8(f9(f14(x12451,x12452,x12454),f14(x12456,x12453,x12454),x12454),x12455,x12454)) % 87.51/87.60 [413]~P32(x4131)+~P49(x4131)+E(f10(f4(x4131),x4131),f4(x4131)) % 87.51/87.60 [690]~P29(x6901)+~P5(f3(x6901),f3(x6901),x6901)+E(f12(f3(x6901),f3(x6901),x6901),f3(x6901)) % 87.51/87.60 [594]E(x5941,x5942)+P6(x5941,x5942,a1)+~P5(x5941,x5942,a1) % 87.51/87.60 [655]E(x6551,x6552)+~P5(x6552,x6551,a1)+~P5(x6551,x6552,a1) % 87.51/87.60 [411]~P23(x4112)+~E(f11(x4111,x4112),x4111)+E(x4111,f3(x4112)) % 87.51/87.60 [414]~P43(x4142)+E(x4141,f3(x4142))+~E(f18(x4141,x4142),f3(a1)) % 87.51/87.60 [415]~P34(x4152)+~E(f23(x4151,x4152),f3(x4152))+E(x4151,f3(a1)) % 87.51/87.60 [416]~P16(x4162)+~E(f11(x4161,x4162),f3(x4162))+E(x4161,f3(x4162)) % 87.51/87.60 [417]~P51(x4172)+~E(f10(x4171,x4172),f3(x4172))+E(x4171,f3(x4172)) % 87.51/87.60 [418]~P26(x4182)+~E(f6(x4181,x4182),f3(x4182))+E(x4181,f3(x4182)) % 87.51/87.60 [419]~P43(x4192)+~E(f13(x4191,x4192),f3(x4192))+E(x4191,f3(x4192)) % 87.51/87.60 [420]~P61(x4202)+~E(f13(x4201,x4202),f3(x4202))+E(x4201,f3(x4202)) % 87.51/87.60 [421]~P16(x4211)+~E(f11(x4212,x4211),f3(x4211))+E(f3(x4211),x4212) % 87.51/87.60 [476]~P49(x4762)+E(f8(x4761,x4761,x4762),f4(x4762))+E(x4761,f3(x4762)) % 87.51/87.60 [494]~P3(x4942)+~P52(x4942)+E(f9(x4941,x4941,x4942),f3(x4942)) % 87.51/87.60 [507]~P44(x5072)+P6(x5071,f3(x5072),x5072)+E(f6(x5071,x5072),x5071) % 87.51/87.60 [529]~P43(x5292)+E(x5291,f3(x5292))+P6(f3(a1),f18(x5291,x5292),a1) % 87.51/87.60 [530]~P61(x5301)+P6(f3(x5301),x5302,x5301)+~E(f13(x5302,x5301),f4(x5301)) % 87.51/87.60 [534]~P26(x5342)+P6(f3(x5342),f6(x5341,x5342),x5342)+E(x5341,f3(x5342)) % 87.51/87.60 [542]~P10(x5422)+~E(f12(x5421,x5421,x5422),f3(x5422))+E(x5421,f3(x5422)) % 87.51/87.60 [549]~P45(x5492)+~P7(f3(x5492),x5491,x5492)+E(x5491,f3(x5492)) % 87.51/87.60 [574]~P26(x5742)+~P6(f3(x5742),x5741,x5742)+E(f6(x5741,x5742),x5741) % 87.51/87.60 [575]~P26(x5752)+~P5(f3(x5752),x5751,x5752)+E(f6(x5751,x5752),x5751) % 87.51/87.60 [581]~P61(x5812)+~P6(f3(x5812),x5811,x5812)+E(f13(x5811,x5812),f4(x5812)) % 87.51/87.60 [587]~P26(x5872)+~P6(x5871,f3(x5872),x5872)+E(f6(x5871,x5872),f11(x5871,x5872)) % 87.51/87.60 [588]~P26(x5882)+~P5(x5881,f3(x5882),x5882)+E(f6(x5881,x5882),f11(x5881,x5882)) % 87.51/87.60 [589]~P44(x5892)+~P6(x5891,f3(x5892),x5892)+E(f6(x5891,x5892),f11(x5891,x5892)) % 87.51/87.60 [595]~P43(x5952)+E(x5951,f3(x5952))+~P5(f18(x5951,x5952),f3(a1),a1) % 87.51/87.60 [607]~P26(x6072)+~P5(f6(x6071,x6072),f3(x6072),x6072)+E(x6071,f3(x6072)) % 87.51/87.60 [691]~P61(x6912)+~P6(x6911,f3(x6912),x6912)+P6(x6911,f11(x6911,x6912),x6912) % 87.51/87.60 [692]~P10(x6922)+~P5(x6921,f3(x6922),x6922)+P5(x6921,f11(x6921,x6922),x6922) % 87.51/87.60 [693]~P23(x6932)+~P5(x6931,f3(x6932),x6932)+P5(x6931,f11(x6931,x6932),x6932) % 87.51/87.60 [694]~P10(x6942)+~P5(f3(x6942),x6941,x6942)+P5(f11(x6941,x6942),x6941,x6942) % 87.51/87.60 [695]~P23(x6952)+~P5(f3(x6952),x6951,x6952)+P5(f11(x6951,x6952),x6951,x6952) % 87.51/87.60 [706]~P9(x7061)+~P6(x7062,f3(x7061),x7061)+P6(f3(x7061),f11(x7062,x7061),x7061) % 87.51/87.60 [707]~P9(x7071)+~P5(x7072,f3(x7071),x7071)+P5(f3(x7071),f11(x7072,x7071),x7071) % 87.51/87.60 [708]~P31(x7081)+~P6(f3(x7081),x7082,x7081)+P6(f3(x7081),f10(x7082,x7081),x7081) % 87.51/87.60 [709]~P61(x7091)+~P6(f3(x7091),x7092,x7091)+P6(f3(x7091),f13(x7092,x7091),x7091) % 87.51/87.60 [710]~P31(x7102)+~P6(x7101,f3(x7102),x7102)+P6(f10(x7101,x7102),f3(x7102),x7102) % 87.51/87.60 [711]~P61(x7112)+~P6(x7111,f3(x7112),x7112)+P6(f13(x7111,x7112),f3(x7112),x7112) % 87.51/87.60 [712]~P9(x7122)+~P6(f3(x7122),x7121,x7122)+P6(f11(x7121,x7122),f3(x7122),x7122) % 87.51/87.60 [713]~P9(x7132)+~P5(f3(x7132),x7131,x7132)+P5(f11(x7131,x7132),f3(x7132),x7132) % 87.51/87.60 [716]~P61(x7162)+~P6(x7161,f11(x7161,x7162),x7162)+P6(x7161,f3(x7162),x7162) % 87.51/87.60 [717]~P10(x7172)+~P5(x7171,f11(x7171,x7172),x7172)+P5(x7171,f3(x7172),x7172) % 87.51/87.60 [718]~P23(x7182)+~P5(x7181,f11(x7181,x7182),x7182)+P5(x7181,f3(x7182),x7182) % 87.51/87.60 [719]~P10(x7191)+~P5(f11(x7192,x7191),x7192,x7191)+P5(f3(x7191),x7192,x7191) % 87.51/87.60 [720]~P23(x7201)+~P5(f11(x7202,x7201),x7202,x7201)+P5(f3(x7201),x7202,x7201) % 87.51/87.60 [737]~P9(x7372)+~P6(f3(x7372),f11(x7371,x7372),x7372)+P6(x7371,f3(x7372),x7372) % 87.51/87.60 [738]~P9(x7382)+~P5(f3(x7382),f11(x7381,x7382),x7382)+P5(x7381,f3(x7382),x7382) % 87.51/87.60 [739]~P61(x7392)+~P6(f13(x7391,x7392),f3(x7392),x7392)+P6(x7391,f3(x7392),x7392) % 87.51/87.60 [740]~P61(x7401)+~P6(f3(x7401),f13(x7402,x7401),x7401)+P6(f3(x7401),x7402,x7401) % 87.51/87.60 [741]~P9(x7411)+~P6(f11(x7412,x7411),f3(x7411),x7411)+P6(f3(x7411),x7412,x7411) % 87.51/87.60 [742]~P9(x7421)+~P5(f11(x7422,x7421),f3(x7421),x7421)+P5(f3(x7421),x7422,x7421) % 87.51/87.60 [820]~P10(x8201)+~P6(f3(x8201),x8202,x8201)+P6(f3(x8201),f12(x8202,x8202,x8201),x8201) % 87.51/87.60 [821]~P10(x8211)+~P5(f3(x8211),x8212,x8211)+P5(f3(x8211),f12(x8212,x8212,x8211),x8211) % 87.51/87.60 [822]~P61(x8222)+~P6(x8221,f3(x8222),x8222)+P6(f12(x8221,x8221,x8222),f3(x8222),x8222) % 87.51/87.60 [823]~P10(x8232)+~P6(x8231,f3(x8232),x8232)+P6(f12(x8231,x8231,x8232),f3(x8232),x8232) % 87.51/87.60 [824]~P10(x8242)+~P5(x8241,f3(x8242),x8242)+P5(f12(x8241,x8241,x8242),f3(x8242),x8242) % 87.51/87.60 [833]~P5(x8331,x8332,a1)+~P5(f11(x8332,a1),x8331,a1)+P5(f6(x8331,a1),x8332,a1) % 87.51/87.60 [901]~P61(x9012)+~P6(f12(x9011,x9011,x9012),f3(x9012),x9012)+P6(x9011,f3(x9012),x9012) % 87.51/87.60 [902]~P10(x9022)+~P6(f12(x9021,x9021,x9022),f3(x9022),x9022)+P6(x9021,f3(x9022),x9022) % 87.51/87.60 [903]~P10(x9032)+~P5(f12(x9031,x9031,x9032),f3(x9032),x9032)+P5(x9031,f3(x9032),x9032) % 87.51/87.60 [904]~P10(x9041)+~P6(f3(x9041),f12(x9042,x9042,x9041),x9041)+P6(f3(x9041),x9042,x9041) % 87.51/87.60 [905]~P10(x9051)+~P5(f3(x9051),f12(x9052,x9052,x9051),x9051)+P5(f3(x9051),x9052,x9051) % 87.51/87.60 [907]~P5(x9072,f3(a1),a1)+~P5(x9071,f3(a1),a1)+P5(f3(a1),f8(x9071,x9072,a1),a1) % 87.51/87.60 [908]~P5(x9082,f3(a1),a1)+~P5(f3(a1),x9082,a1)+P5(f3(a1),f8(x9081,x9082,a1),a1) % 87.51/87.60 [909]~P5(x9091,f3(a1),a1)+~P5(f3(a1),x9091,a1)+P5(f3(a1),f8(x9091,x9092,a1),a1) % 87.51/87.60 [910]~P5(f3(a1),x9102,a1)+~P5(f3(a1),x9101,a1)+P5(f3(a1),f8(x9101,x9102,a1),a1) % 87.51/87.60 [943]P5(x9431,f3(a1),a1)+P5(f3(a1),x9432,a1)+~P5(f3(a1),f8(x9431,x9432,a1),a1) % 87.51/87.60 [944]P5(x9441,f3(a1),a1)+P5(f3(a1),x9442,a1)+~P5(f3(a1),f8(x9442,x9441,a1),a1) % 87.51/87.60 [430]~P51(x4302)+E(x4301,f3(x4302))+E(f10(f10(x4301,x4302),x4302),x4301) % 87.51/87.60 [434]~P43(x4342)+E(x4341,f3(x4342))+E(f18(f13(x4341,x4342),x4342),f4(a1)) % 87.51/87.60 [435]~P32(x4352)+~P51(x4352)+E(f10(f10(x4351,x4352),x4352),x4351) % 87.51/87.60 [497]~P3(x4972)+~P52(x4972)+E(f12(x4971,f3(x4972),x4972),x4971) % 87.51/87.60 [503]~P32(x5032)+~P49(x5032)+E(f8(x5031,f3(x5032),x5032),f3(x5032)) % 87.51/87.60 [521]~P51(x5212)+E(x5211,f3(x5212))+E(f10(f11(x5211,x5212),x5212),f11(f10(x5211,x5212),x5212)) % 87.51/87.60 [522]~P31(x5222)+E(x5221,f3(x5222))+E(f10(f6(x5221,x5222),x5222),f6(f10(x5221,x5222),x5222)) % 87.51/87.60 [527]~P32(x5272)+~P51(x5272)+E(f10(f11(x5271,x5272),x5272),f11(f10(x5271,x5272),x5272)) % 87.51/87.60 [528]~P31(x5282)+~P32(x5282)+E(f10(f6(x5281,x5282),x5282),f6(f10(x5281,x5282),x5282)) % 87.51/87.60 [531]~P51(x5312)+E(x5311,f3(x5312))+E(f14(x5311,f10(x5311,x5312),x5312),f4(x5312)) % 87.51/87.60 [532]~P49(x5322)+E(x5321,f3(x5322))+E(f14(f10(x5321,x5322),x5321,x5322),f4(x5322)) % 87.51/87.60 [533]~P51(x5332)+E(x5331,f3(x5332))+E(f14(f10(x5331,x5332),x5331,x5332),f4(x5332)) % 87.51/87.60 [582]~P61(x5822)+P6(x5821,f3(x5822),x5822)+~E(f13(x5821,x5822),f11(f4(x5822),x5822)) % 87.51/87.60 [592]~P61(x5922)+~P6(x5921,f3(x5922),x5922)+E(f13(x5921,x5922),f11(f4(x5922),x5922)) % 87.51/87.60 [990]P6(x9901,f38(a30,a28),a1)+~P5(f18(x9902,a2),a28,a1)+~E(f18(f20(a30,x9902,a2),a2),f11(x9901,a1)) % 87.51/87.60 [1179]P6(f11(a32,a1),x11791,a1)+~P5(f18(x11792,a2),a28,a1)+~P6(f18(f20(a30,x11792,a2),a2),x11791,a1) % 87.51/87.60 [715]~P32(x7151)+~P49(x7151)+E(f8(f14(f3(x7151),x7152,x7151),x7152,x7151),f3(x7151)) % 87.51/87.60 [571]P5(x5712,x5711,x5713)+~P2(x5713)+P6(x5711,x5712,x5713) % 87.51/87.60 [573]P5(x5732,x5731,x5733)+~P2(x5733)+P5(x5731,x5732,x5733) % 87.51/87.60 [605]~P1(x6053)+~P6(x6051,x6052,x6053)+P5(x6051,x6052,x6053) % 87.51/87.60 [606]~P36(x6063)+~P6(x6061,x6062,x6063)+P5(x6061,x6062,x6063) % 87.51/87.60 [668]~P6(x6683,x6682,x6681)+~P1(x6681)+~P6(x6682,x6683,x6681) % 87.51/87.60 [669]~P6(x6693,x6692,x6691)+~P2(x6691)+~P6(x6692,x6693,x6691) % 87.51/87.60 [671]~P5(x6713,x6712,x6711)+~P2(x6711)+~P6(x6712,x6713,x6711) % 87.51/87.60 [674]~P6(x6743,x6742,x6741)+~P36(x6741)+~P6(x6742,x6743,x6741) % 87.51/87.60 [675]~P5(x6753,x6752,x6751)+~P36(x6751)+~P6(x6752,x6753,x6751) % 87.51/87.60 [779]~P5(x7791,x7793,a1)+P5(x7791,x7792,a1)+~P5(x7793,x7792,a1) % 87.51/87.60 [431]~P16(x4313)+E(x4311,x4312)+~E(f11(x4311,x4313),f11(x4312,x4313)) % 87.51/87.60 [432]~P13(x4323)+E(x4321,x4322)+~E(f11(x4321,x4323),f11(x4322,x4323)) % 87.51/87.60 [433]~P34(x4333)+E(x4331,x4332)+~E(f23(x4331,x4333),f23(x4332,x4333)) % 87.51/87.60 [539]~P16(x5393)+E(x5391,x5392)+~E(f9(x5391,x5392,x5393),f3(x5393)) % 87.51/87.60 [540]~P12(x5403)+E(x5401,x5402)+~E(f9(x5401,x5402,x5403),f3(x5403)) % 87.51/87.60 [544]~P61(x5443)+P7(x5441,x5442,x5443)+~E(f6(x5441,x5443),f6(x5442,x5443)) % 87.51/87.60 [561]~P16(x5613)+~E(f12(x5611,x5612,x5613),f3(x5613))+E(x5611,f11(x5612,x5613)) % 87.51/87.60 [562]~P16(x5622)+~E(f12(x5621,x5623,x5622),f3(x5622))+E(f11(x5621,x5622),x5623) % 87.51/87.60 [563]~P51(x5632)+~E(f14(x5631,x5633,x5632),f4(x5632))+E(f10(x5631,x5632),x5633) % 87.51/87.60 [632]~P4(x6323)+~P7(x6322,x6321,x6323)+E(f7(x6321,x6322,x6323),f3(x6323)) % 87.51/87.60 [633]~P4(x6333)+P7(x6331,x6332,x6333)+~E(f7(x6332,x6331,x6333),f3(x6333)) % 87.51/87.60 [660]~P47(x6603)+~P7(x6601,x6602,x6603)+P7(x6601,f11(x6602,x6603),x6603) % 87.51/87.60 [661]~P61(x6613)+~P7(x6611,x6612,x6613)+P7(x6611,f6(x6612,x6613),x6613) % 87.51/87.60 [662]~P47(x6622)+~P7(x6621,x6623,x6622)+P7(f11(x6621,x6622),x6623,x6622) % 87.51/87.60 [663]~P61(x6632)+~P7(x6631,x6633,x6632)+P7(f6(x6631,x6632),x6633,x6632) % 87.51/87.60 [699]~P61(x6993)+P7(x6991,x6992,x6993)+~P7(x6991,f6(x6992,x6993),x6993) % 87.51/87.60 [700]~P47(x7003)+P7(x7001,x7002,x7003)+~P7(x7001,f11(x7002,x7003),x7003) % 87.51/87.60 [701]~P61(x7013)+P6(x7011,x7012,x7013)+~P6(f6(x7011,x7013),x7012,x7013) % 87.51/87.60 [702]~P26(x7023)+P5(x7021,x7022,x7023)+~P5(f6(x7021,x7023),x7022,x7023) % 87.51/87.60 [703]~P61(x7033)+P7(x7031,x7032,x7033)+~P7(f6(x7031,x7033),x7032,x7033) % 87.51/87.60 [704]~P47(x7043)+P7(x7041,x7042,x7043)+~P7(f11(x7041,x7043),x7042,x7043) % 87.51/87.60 [734]~P9(x7342)+~P6(x7343,x7341,x7342)+P6(f11(x7341,x7342),f11(x7343,x7342),x7342) % 87.51/87.60 [735]~P9(x7352)+~P5(x7353,x7351,x7352)+P5(f11(x7351,x7352),f11(x7353,x7352),x7352) % 87.51/87.60 [768]~P9(x7683)+~P6(x7682,f11(x7681,x7683),x7683)+P6(x7681,f11(x7682,x7683),x7683) % 87.51/87.60 [770]~P9(x7703)+~P5(x7702,f11(x7701,x7703),x7703)+P5(x7701,f11(x7702,x7703),x7703) % 87.51/87.60 [772]~P9(x7722)+~P6(f11(x7723,x7722),x7721,x7722)+P6(f11(x7721,x7722),x7723,x7722) % 87.51/87.60 [773]~P61(x7732)+~P6(f6(x7731,x7732),x7733,x7732)+P6(f11(x7731,x7732),x7733,x7732) % 87.51/87.60 [775]~P9(x7752)+~P5(f11(x7753,x7752),x7751,x7752)+P5(f11(x7751,x7752),x7753,x7752) % 87.51/87.60 [776]~P26(x7762)+~P5(f6(x7761,x7762),x7763,x7762)+P5(f11(x7761,x7762),x7763,x7762) % 87.51/87.60 [785]~P9(x7853)+P6(x7851,x7852,x7853)+~P6(f11(x7852,x7853),f11(x7851,x7853),x7853) % 87.51/87.60 [786]~P9(x7863)+P5(x7861,x7862,x7863)+~P5(f11(x7862,x7863),f11(x7861,x7863),x7863) % 87.51/87.60 [818]~P9(x8183)+~P6(x8181,x8182,x8183)+P6(f9(x8181,x8182,x8183),f3(x8183),x8183) % 87.51/87.60 [819]~P9(x8193)+~P5(x8191,x8192,x8193)+P5(f9(x8191,x8192,x8193),f3(x8193),x8193) % 87.51/87.60 [854]~P10(x8543)+~P5(x8541,f11(x8542,x8543),x8543)+P5(f12(x8541,x8542,x8543),f3(x8543),x8543) % 87.51/87.60 [864]~P9(x8643)+P6(x8641,x8642,x8643)+~P6(f9(x8641,x8642,x8643),f3(x8643),x8643) % 87.51/87.60 [865]~P9(x8653)+P5(x8651,x8652,x8653)+~P5(f9(x8651,x8652,x8653),f3(x8653),x8653) % 87.51/87.60 [923]~P10(x9233)+~P5(f12(x9231,x9232,x9233),f3(x9233),x9233)+P5(x9231,f11(x9232,x9233),x9233) % 87.51/87.60 [659]~P49(x6592)+E(x6591,f3(x6592))+E(f8(f11(x6593,x6592),f11(x6591,x6592),x6592),f8(x6593,x6591,x6592)) % 87.51/87.60 [666]~P49(x6662)+E(x6661,f3(x6662))+E(f8(f14(x6663,x6661,x6662),x6661,x6662),x6663) % 87.51/87.60 [667]~P32(x6672)+~P49(x6672)+E(f8(f11(x6671,x6672),f11(x6673,x6672),x6672),f8(x6671,x6673,x6672)) % 87.51/87.60 [705]~P32(x7053)+~P49(x7053)+E(f10(f8(x7051,x7052,x7053),x7053),f8(x7052,x7051,x7053)) % 87.51/87.60 [766]~P49(x7662)+E(x7661,f3(x7662))+E(f8(x7663,f11(x7661,x7662),x7662),f11(f8(x7663,x7661,x7662),x7662)) % 87.51/87.60 [777]~P32(x7773)+~P49(x7773)+E(f8(x7771,f11(x7772,x7773),x7773),f11(f8(x7771,x7772,x7773),x7773)) % 87.51/87.60 [803]~P40(x8033)+E(x8031,f3(a1))+E(f8(f23(x8032,x8033),f23(x8031,x8033),x8033),f23(f8(x8032,x8031,a1),x8033)) % 87.51/87.60 [805]~P38(x8052)+E(x8051,f3(x8052))+E(f8(f18(x8053,x8052),f18(x8051,x8052),a1),f18(f8(x8053,x8051,x8052),x8052)) % 87.51/87.60 [806]~P32(x8062)+~P40(x8062)+E(f8(f23(x8061,x8062),f23(x8063,x8062),x8062),f23(f8(x8061,x8063,a1),x8062)) % 87.51/87.61 [808]~P31(x8082)+E(x8081,f3(x8082))+E(f8(f6(x8083,x8082),f6(x8081,x8082),x8082),f6(f8(x8083,x8081,x8082),x8082)) % 87.51/87.61 [809]~P32(x8092)+~P38(x8092)+E(f8(f18(x8091,x8092),f18(x8093,x8092),a1),f18(f8(x8091,x8093,x8092),x8092)) % 87.51/87.61 [810]~P32(x8102)+~P49(x8102)+E(f14(f10(x8101,x8102),f10(x8103,x8102),x8102),f10(f14(x8101,x8103,x8102),x8102)) % 87.51/87.61 [811]~P31(x8112)+~P32(x8112)+E(f8(f6(x8111,x8112),f6(x8113,x8112),x8112),f6(f8(x8111,x8113,x8112),x8112)) % 87.51/87.61 [855]~P61(x8552)+~P5(f3(x8552),x8553,x8552)+E(f14(f6(x8551,x8552),x8553,x8552),f6(f14(x8551,x8553,x8552),x8552)) % 87.51/87.61 [1058]~P60(x10582)+E(x10581,f3(x10582))+~E(f12(f14(x10583,x10583,x10582),f14(x10581,x10581,x10582),x10582),f3(x10582)) % 87.51/87.61 [1059]~P60(x10592)+E(x10591,f3(x10592))+~E(f12(f14(x10591,x10591,x10592),f14(x10593,x10593,x10592),x10592),f3(x10592)) % 87.51/87.61 [1177]~P60(x11772)+E(x11771,f3(x11772))+P6(f3(x11772),f12(f14(x11773,x11773,x11772),f14(x11771,x11771,x11772),x11772),x11772) % 87.51/87.61 [1178]~P60(x11782)+E(x11781,f3(x11782))+P6(f3(x11782),f12(f14(x11781,x11781,x11782),f14(x11783,x11783,x11782),x11782),x11782) % 87.51/87.61 [1226]~P60(x12262)+E(x12261,f3(x12262))+~P5(f12(f14(x12263,x12263,x12262),f14(x12261,x12261,x12262),x12262),f3(x12262),x12262) % 87.51/87.61 [1227]~P60(x12272)+E(x12271,f3(x12272))+~P5(f12(f14(x12271,x12271,x12272),f14(x12273,x12273,x12272),x12272),f3(x12272),x12272) % 87.51/87.61 [1203]~P31(x12033)+~P6(x12031,x12032,x12033)+P6(x12031,f8(f12(x12031,x12032,x12033),f12(f4(x12033),f4(x12033),x12033),x12033),x12033) % 87.51/87.61 [1204]~P31(x12043)+~P6(x12041,x12042,x12043)+P6(f8(f12(x12041,x12042,x12043),f12(f4(x12043),f4(x12043),x12043),x12043),x12042,x12043) % 87.51/87.61 [676]~P17(x6764)+E(x6761,x6762)+~E(f12(x6763,x6761,x6764),f12(x6763,x6762,x6764)) % 87.51/87.61 [677]~P18(x6774)+E(x6771,x6772)+~E(f12(x6773,x6771,x6774),f12(x6773,x6772,x6774)) % 87.51/87.61 [678]~P12(x6784)+E(x6781,x6782)+~E(f9(x6783,x6783,x6784),f9(x6781,x6782,x6784)) % 87.51/87.61 [679]~P18(x6794)+E(x6791,x6792)+~E(f12(x6791,x6793,x6794),f12(x6792,x6793,x6794)) % 87.51/87.61 [680]~P12(x6803)+E(x6801,x6802)+~E(f9(x6801,x6802,x6803),f9(x6804,x6804,x6803)) % 87.51/87.61 [816]~P45(x8164)+~P7(x8161,x8163,x8164)+P7(x8161,f14(x8162,x8163,x8164),x8164) % 87.51/87.61 [817]~P45(x8174)+~P7(x8171,x8172,x8174)+P7(x8171,f14(x8172,x8173,x8174),x8174) % 87.51/87.61 [858]~P45(x8583)+P7(x8581,x8582,x8583)+~P7(f14(x8584,x8581,x8583),x8582,x8583) % 87.51/87.61 [859]~P45(x8593)+P7(x8591,x8592,x8593)+~P7(f14(x8591,x8594,x8593),x8592,x8593) % 87.51/87.61 [933]~P27(x9333)+~P6(x9331,x9334,x9333)+P6(f12(x9331,x9332,x9333),f12(x9334,x9332,x9333),x9333) % 87.51/87.61 [934]~P30(x9343)+~P6(x9341,x9344,x9343)+P6(f12(x9341,x9342,x9343),f12(x9344,x9342,x9343),x9343) % 87.51/87.61 [935]~P27(x9353)+~P6(x9352,x9354,x9353)+P6(f12(x9351,x9352,x9353),f12(x9351,x9354,x9353),x9353) % 87.51/87.61 [936]~P30(x9363)+~P6(x9362,x9364,x9363)+P6(f12(x9361,x9362,x9363),f12(x9361,x9364,x9363),x9363) % 87.51/87.61 [937]~P27(x9373)+~P5(x9371,x9374,x9373)+P5(f12(x9371,x9372,x9373),f12(x9374,x9372,x9373),x9373) % 87.51/87.61 [938]~P28(x9383)+~P5(x9381,x9384,x9383)+P5(f12(x9381,x9382,x9383),f12(x9384,x9382,x9383),x9383) % 87.51/87.61 [939]~P27(x9393)+~P5(x9392,x9394,x9393)+P5(f12(x9391,x9392,x9393),f12(x9391,x9394,x9393),x9393) % 87.51/87.61 [940]~P28(x9403)+~P5(x9402,x9404,x9403)+P5(f12(x9401,x9402,x9403),f12(x9401,x9404,x9403),x9403) % 87.51/87.61 [941]~P52(x9413)+~P7(x9411,x9414,x9413)+P7(f14(x9411,x9412,x9413),f14(x9414,x9412,x9413),x9413) % 87.51/87.61 [942]~P52(x9423)+~P7(x9422,x9424,x9423)+P7(f14(x9421,x9422,x9423),f14(x9421,x9424,x9423),x9423) % 87.51/87.61 [1095]~P27(x10953)+P6(x10951,x10952,x10953)+~P6(f12(x10954,x10951,x10953),f12(x10954,x10952,x10953),x10953) % 87.51/87.61 [1096]~P27(x10963)+P6(x10961,x10962,x10963)+~P6(f12(x10961,x10964,x10963),f12(x10962,x10964,x10963),x10963) % 87.51/87.61 [1097]~P27(x10973)+P5(x10971,x10972,x10973)+~P5(f12(x10974,x10971,x10973),f12(x10974,x10972,x10973),x10973) % 87.51/87.61 [1098]~P27(x10983)+P5(x10981,x10982,x10983)+~P5(f12(x10981,x10984,x10983),f12(x10982,x10984,x10983),x10983) % 87.51/87.61 [828]~P12(x8283)+E(x8281,f11(x8282,x8283))+~E(f12(x8281,f12(x8284,x8282,x8283),x8283),x8284) % 87.51/87.61 [856]~P4(x8563)+~P7(x8564,x8562,x8563)+E(f7(f7(x8561,x8562,x8563),x8564,x8563),f7(x8561,x8564,x8563)) % 87.51/87.61 [906]~P32(x9063)+~P49(x9063)+E(f14(f8(x9061,x9062,x9063),x9064,x9063),f8(f14(x9061,x9064,x9063),x9062,x9063)) % 87.51/87.61 [912]~P8(x9122)+~E(f7(x9121,x9123,x9122),f7(x9124,x9123,x9122))+E(f7(f11(x9121,x9122),x9123,x9122),f7(f11(x9124,x9122),x9123,x9122)) % 87.51/87.61 [1094]~P22(x10944)+~P5(f12(x10941,x10943,x10944),x10942,x10944)+P5(x10941,f12(x10942,f6(x10943,x10944),x10944),x10944) % 87.51/87.61 [1142]~P3(x11423)+~P52(x11423)+E(f12(f14(x11421,x11422,x11423),f14(x11421,x11424,x11423),x11423),f12(f14(x11421,x11424,x11423),f14(x11421,x11422,x11423),x11423)) % 87.51/87.61 [1180]~P61(x11804)+P6(x11801,f12(x11802,x11803,x11804),x11804)+~P6(f6(f9(x11801,x11802,x11804),x11804),x11803,x11804) % 87.51/87.61 [1181]~P61(x11813)+P6(f9(x11811,x11812,x11813),x11814,x11813)+~P6(f6(f9(x11814,x11811,x11813),x11813),x11812,x11813) % 87.51/87.61 [1020]~P12(x10203)+E(f12(x10201,x10202,x10203),x10204)+~E(f12(x10201,f12(x10205,x10202,x10203),x10203),f12(x10205,x10204,x10203)) % 87.51/87.61 [1140]~P32(x11403)+~P49(x11403)+E(f14(f8(x11401,x11402,x11403),f8(x11404,x11405,x11403),x11403),f8(f14(x11401,x11404,x11403),f14(x11402,x11405,x11403),x11403)) % 87.51/87.61 [1223]~P71(x12234)+~E(f12(f14(x12233,x12235,x12234),x12231,x12234),f12(f14(x12232,x12235,x12234),x12236,x12234))+E(x12231,f12(f14(f9(x12232,x12233,x12234),x12235,x12234),x12236,x12234)) % 87.51/87.61 [1224]~P71(x12243)+~E(f12(f14(x12241,x12244,x12243),x12245,x12243),f12(f14(x12242,x12244,x12243),x12246,x12243))+E(f12(f14(f9(x12241,x12242,x12243),x12244,x12243),x12245,x12243),x12246) % 87.51/87.61 [1236]~P59(x12364)+~P6(f12(f14(x12363,x12365,x12364),x12361,x12364),f12(f14(x12362,x12365,x12364),x12366,x12364),x12364)+P6(x12361,f12(f14(f9(x12362,x12363,x12364),x12365,x12364),x12366,x12364),x12364) % 87.51/87.61 [1237]~P59(x12374)+~P5(f12(f14(x12373,x12375,x12374),x12371,x12374),f12(f14(x12372,x12375,x12374),x12376,x12374),x12374)+P5(x12371,f12(f14(f9(x12372,x12373,x12374),x12375,x12374),x12376,x12374),x12374) % 87.51/87.61 [1238]~P59(x12383)+~P6(f12(f14(x12381,x12384,x12383),x12385,x12383),f12(f14(x12382,x12384,x12383),x12386,x12383),x12383)+P6(f12(f14(f9(x12381,x12382,x12383),x12384,x12383),x12385,x12383),x12386,x12383) % 87.51/87.61 [1239]~P59(x12393)+~P5(f12(f14(x12391,x12394,x12393),x12395,x12393),f12(f14(x12392,x12394,x12393),x12396,x12393),x12393)+P5(f12(f14(f9(x12391,x12392,x12393),x12394,x12393),x12395,x12393),x12396,x12393) % 87.51/87.61 [1240]~P59(x12403)+P6(f12(f14(x12401,x12402,x12403),x12404,x12403),f12(f14(x12405,x12402,x12403),x12406,x12403),x12403)+~P6(x12404,f12(f14(f9(x12405,x12401,x12403),x12402,x12403),x12406,x12403),x12403) % 87.51/87.61 [1241]~P59(x12413)+P5(f12(f14(x12411,x12412,x12413),x12414,x12413),f12(f14(x12415,x12412,x12413),x12416,x12413),x12413)+~P5(x12414,f12(f14(f9(x12415,x12411,x12413),x12412,x12413),x12416,x12413),x12413) % 87.51/87.61 [1242]~P59(x12423)+P6(f12(f14(x12421,x12422,x12423),x12424,x12423),f12(f14(x12425,x12422,x12423),x12426,x12423),x12423)+~P6(f12(f14(f9(x12421,x12425,x12423),x12422,x12423),x12424,x12423),x12426,x12423) % 87.51/87.61 [1243]~P59(x12433)+P5(f12(f14(x12431,x12432,x12433),x12434,x12433),f12(f14(x12435,x12432,x12433),x12436,x12433),x12433)+~P5(f12(f14(f9(x12431,x12435,x12433),x12432,x12433),x12434,x12433),x12436,x12433) % 87.51/87.61 [429]~P32(x4292)+~P49(x4292)+~E(f10(x4291,x4292),f4(x4292))+E(x4291,f4(x4292)) % 87.51/87.61 [515]~P2(x5152)+~P22(x5152)+P6(x5151,f3(x5152),x5152)+E(f6(x5151,x5152),x5151) % 87.51/87.61 [585]~P69(x5852)+~P6(f3(x5852),x5851,x5852)+E(f13(x5851,x5852),f4(x5852))+E(x5851,f3(x5852)) % 87.51/87.61 [593]~P2(x5932)+~P22(x5932)+~P6(x5931,f3(x5932),x5932)+E(f6(x5931,x5932),f11(x5931,x5932)) % 87.51/87.61 [726]~P31(x7261)+~P32(x7261)+~P5(f3(x7261),x7262,x7261)+P5(f3(x7261),f10(x7262,x7261),x7261) % 87.51/87.61 [728]~P31(x7282)+~P32(x7282)+~P5(x7281,f3(x7282),x7282)+P6(f10(x7281,x7282),f4(x7282),x7282) % 87.51/87.61 [729]~P31(x7292)+~P32(x7292)+~P5(x7291,f3(x7292),x7292)+P5(f10(x7291,x7292),f3(x7292),x7292) % 87.51/87.61 [730]~P31(x7302)+~P32(x7302)+~P5(x7301,f3(x7302),x7302)+P5(f10(x7301,x7302),f4(x7302),x7302) % 87.51/87.61 [731]~P31(x7312)+~P32(x7312)+~P6(f4(x7312),x7311,x7312)+P6(f10(x7311,x7312),f4(x7312),x7312) % 87.51/87.61 [732]~P31(x7322)+~P32(x7322)+~P5(f4(x7322),x7321,x7322)+P5(f10(x7321,x7322),f4(x7322),x7322) % 87.51/87.61 [756]~P31(x7562)+~P6(f10(x7561,x7562),f3(x7562),x7562)+P6(x7561,f3(x7562),x7562)+E(x7561,f3(x7562)) % 87.51/87.61 [757]~P31(x7572)+~P6(f3(x7572),f10(x7571,x7572),x7572)+P6(f3(x7572),x7571,x7572)+E(x7571,f3(x7572)) % 87.51/87.61 [758]~P31(x7582)+~P32(x7582)+~P6(f4(x7582),f10(x7581,x7582),x7582)+P6(x7581,f4(x7582),x7582) % 87.51/87.61 [759]~P31(x7592)+~P32(x7592)+~P5(f4(x7592),f10(x7591,x7592),x7592)+P5(x7591,f4(x7592),x7592) % 87.51/87.61 [760]~P31(x7602)+~P32(x7602)+~P6(f10(x7601,x7602),f3(x7602),x7602)+P6(x7601,f3(x7602),x7602) % 87.51/87.61 [761]~P31(x7612)+~P32(x7612)+~P5(f10(x7611,x7612),f3(x7612),x7612)+P5(x7611,f3(x7612),x7612) % 87.51/87.61 [762]~P31(x7621)+~P32(x7621)+~P6(f3(x7621),f10(x7622,x7621),x7621)+P6(f3(x7621),x7622,x7621) % 87.51/87.61 [763]~P31(x7631)+~P32(x7631)+~P6(f4(x7631),f10(x7632,x7631),x7631)+P6(f3(x7631),x7632,x7631) % 87.51/87.61 [764]~P31(x7641)+~P32(x7641)+~P5(f4(x7641),f10(x7642,x7641),x7641)+P6(f3(x7641),x7642,x7641) % 87.51/87.61 [765]~P31(x7651)+~P32(x7651)+~P5(f3(x7651),f10(x7652,x7651),x7651)+P5(f3(x7651),x7652,x7651) % 87.51/87.61 [548]~P69(x5482)+P6(f3(x5482),x5481,x5482)+E(x5481,f3(x5482))+E(f13(x5481,x5482),f11(f4(x5482),x5482)) % 87.51/87.61 [835]~P31(x8351)+~P32(x8351)+~P6(f3(x8351),x8352,x8351)+P6(f3(x8351),f8(f4(x8351),x8352,x8351),x8351) % 87.51/87.61 [836]~P31(x8361)+~P32(x8361)+~P5(f3(x8361),x8362,x8361)+P5(f3(x8361),f8(f4(x8361),x8362,x8361),x8361) % 87.51/87.61 [837]~P31(x8371)+~P32(x8371)+~P6(x8372,f3(x8371),x8371)+P6(f8(f4(x8371),x8372,x8371),f3(x8371),x8371) % 87.51/87.61 [838]~P31(x8381)+~P32(x8381)+~P5(x8382,f3(x8381),x8381)+P5(f8(f4(x8381),x8382,x8381),f3(x8381),x8381) % 87.51/87.61 [925]~P31(x9252)+~P32(x9252)+P6(x9251,f3(x9252),x9252)+~P6(f8(f4(x9252),x9251,x9252),f3(x9252),x9252) % 87.51/87.61 [926]~P31(x9262)+~P32(x9262)+P5(x9261,f3(x9262),x9262)+~P5(f8(f4(x9262),x9261,x9262),f3(x9262),x9262) % 87.51/87.61 [927]~P31(x9271)+~P32(x9271)+P6(f3(x9271),x9272,x9271)+~P6(f3(x9271),f8(f4(x9271),x9272,x9271),x9271) % 87.51/87.61 [928]~P31(x9281)+~P32(x9281)+P5(f3(x9281),x9282,x9281)+~P5(f3(x9281),f8(f4(x9281),x9282,x9281),x9281) % 87.51/87.61 [579]P6(x5791,x5792,x5793)+~P2(x5793)+E(x5791,x5792)+P6(x5792,x5791,x5793) % 87.51/87.61 [580]P6(x5801,x5802,x5803)+~P61(x5803)+E(x5801,x5802)+P6(x5802,x5801,x5803) % 87.51/87.61 [618]~P1(x6183)+~P5(x6181,x6182,x6183)+E(x6181,x6182)+P6(x6181,x6182,x6183) % 87.51/87.61 [620]~P2(x6203)+~P5(x6201,x6202,x6203)+E(x6201,x6202)+P6(x6201,x6202,x6203) % 87.51/87.61 [684]~P5(x6842,x6841,x6843)+~P5(x6841,x6842,x6843)+E(x6841,x6842)+~P1(x6843) % 87.51/87.61 [736]P5(x7362,x7361,x7363)+~P36(x7363)+~P5(x7361,x7362,x7363)+P6(x7361,x7362,x7363) % 87.51/87.61 [438]~P32(x4383)+~P51(x4383)+E(x4381,x4382)+~E(f10(x4381,x4383),f10(x4382,x4383)) % 87.51/87.61 [546]~P49(x5463)+E(x5461,x5462)+~E(f8(x5461,x5462,x5463),f4(x5463))+E(x5462,f3(x5463)) % 87.51/87.61 [547]~P3(x5472)+~P52(x5472)+~E(f12(x5473,x5471,x5472),x5473)+E(x5471,f3(x5472)) % 87.51/87.61 [550]~P37(x5502)+~E(f24(x5503,x5501,x5502),f3(x5502))+E(x5501,f3(x5502))+E(x5503,f3(a1)) % 87.51/87.61 [551]~P3(x5513)+~P52(x5513)+E(x5511,x5512)+~E(f9(x5511,x5512,x5513),f3(x5513)) % 87.51/87.61 [552]~P70(x5522)+~E(f14(x5523,x5521,x5522),f3(x5522))+E(x5521,f3(x5522))+E(x5523,f3(x5522)) % 87.51/87.61 [554]~P56(x5542)+~E(f14(x5543,x5541,x5542),f3(x5542))+E(x5541,f3(x5542))+E(x5543,f3(x5542)) % 87.51/87.61 [724]~P52(x7243)+E(x7241,x7242)+~E(f14(x7241,x7241,x7243),f14(x7242,x7242,x7243))+E(x7241,f11(x7242,x7243)) % 87.51/87.61 [841]~P31(x8412)+~P6(x8413,x8411,x8412)+~P6(x8411,f3(x8412),x8412)+P6(f10(x8411,x8412),f10(x8413,x8412),x8412) % 87.51/87.61 [842]~P31(x8422)+~P5(x8423,x8421,x8422)+~P6(x8421,f3(x8422),x8422)+P5(f10(x8421,x8422),f10(x8423,x8422),x8422) % 87.51/87.61 [843]~P31(x8432)+~P6(x8433,x8431,x8432)+~P6(f3(x8432),x8433,x8432)+P6(f10(x8431,x8432),f10(x8433,x8432),x8432) % 87.51/87.61 [844]~P31(x8442)+~P5(x8443,x8441,x8442)+~P6(f3(x8442),x8443,x8442)+P5(f10(x8441,x8442),f10(x8443,x8442),x8442) % 87.51/87.61 [851]~P61(x8512)+~P6(x8511,x8513,x8512)+~P6(f11(x8511,x8512),x8513,x8512)+P6(f6(x8511,x8512),x8513,x8512) % 87.51/87.61 [853]~P26(x8532)+~P5(x8531,x8533,x8532)+~P5(f11(x8531,x8532),x8533,x8532)+P5(f6(x8531,x8532),x8533,x8532) % 87.51/87.61 [866]~P31(x8663)+P6(x8661,x8662,x8663)+~P6(x8661,f3(x8663),x8663)+~P6(f10(x8662,x8663),f10(x8661,x8663),x8663) % 87.51/87.61 [867]~P31(x8673)+P5(x8671,x8672,x8673)+~P6(x8671,f3(x8673),x8673)+~P5(f10(x8672,x8673),f10(x8671,x8673),x8673) % 87.51/87.61 [868]~P31(x8683)+P6(x8681,x8682,x8683)+~P6(f3(x8683),x8682,x8683)+~P6(f10(x8682,x8683),f10(x8681,x8683),x8683) % 87.51/87.61 [869]~P31(x8693)+P5(x8691,x8692,x8693)+~P6(f3(x8693),x8692,x8693)+~P5(f10(x8692,x8693),f10(x8691,x8693),x8693) % 87.51/87.61 [945]~P31(x9451)+~P6(x9453,f3(x9451),x9451)+~P6(x9452,f3(x9451),x9451)+P6(f3(x9451),f8(x9452,x9453,x9451),x9451) % 87.51/87.61 [946]~P60(x9461)+~P6(x9463,f3(x9461),x9461)+~P6(x9462,f3(x9461),x9461)+P6(f3(x9461),f14(x9462,x9463,x9461),x9461) % 87.51/87.61 [947]~P31(x9471)+~P6(x9473,f3(x9471),x9471)+~P5(x9472,f3(x9471),x9471)+P5(f3(x9471),f8(x9472,x9473,x9471),x9471) % 87.51/87.61 [949]~P59(x9491)+~P5(x9493,f3(x9491),x9491)+~P5(x9492,f3(x9491),x9491)+P5(f3(x9491),f14(x9492,x9493,x9491),x9491) % 87.51/87.61 [950]~P60(x9501)+~P5(x9503,f3(x9501),x9501)+~P5(x9502,f3(x9501),x9501)+P5(f3(x9501),f14(x9502,x9503,x9501),x9501) % 87.51/87.61 [951]~P31(x9511)+~P6(f3(x9511),x9513,x9511)+~P6(f3(x9511),x9512,x9511)+P6(f3(x9511),f8(x9512,x9513,x9511),x9511) % 87.51/87.61 [952]~P63(x9521)+~P6(f3(x9521),x9523,x9521)+~P6(f3(x9521),x9522,x9521)+P6(f3(x9521),f14(x9522,x9523,x9521),x9521) % 87.51/87.61 [953]~P29(x9531)+~P6(f3(x9531),x9533,x9531)+~P6(f3(x9531),x9532,x9531)+P6(f3(x9531),f12(x9532,x9533,x9531),x9531) % 87.51/87.61 [954]~P29(x9541)+~P6(f3(x9541),x9543,x9541)+~P5(f3(x9541),x9542,x9541)+P6(f3(x9541),f12(x9542,x9543,x9541),x9541) % 87.51/87.61 [955]~P29(x9551)+~P6(f3(x9551),x9552,x9551)+~P5(f3(x9551),x9553,x9551)+P6(f3(x9551),f12(x9552,x9553,x9551),x9551) % 87.51/87.61 [956]~P64(x9561)+~P6(f4(x9561),x9563,x9561)+~P6(f4(x9561),x9562,x9561)+P6(f4(x9561),f14(x9562,x9563,x9561),x9561) % 87.51/87.61 [957]~P31(x9571)+~P6(f3(x9571),x9573,x9571)+~P5(f3(x9571),x9572,x9571)+P5(f3(x9571),f8(x9572,x9573,x9571),x9571) % 87.51/87.61 [958]~P59(x9581)+~P5(f3(x9581),x9583,x9581)+~P5(f3(x9581),x9582,x9581)+P5(f3(x9581),f14(x9582,x9583,x9581),x9581) % 87.51/87.61 [959]~P60(x9591)+~P5(f3(x9591),x9593,x9591)+~P5(f3(x9591),x9592,x9591)+P5(f3(x9591),f14(x9592,x9593,x9591),x9591) % 87.51/87.61 [960]~P62(x9601)+~P5(f3(x9601),x9603,x9601)+~P5(f3(x9601),x9602,x9601)+P5(f3(x9601),f14(x9602,x9603,x9601),x9601) % 87.51/87.61 [961]~P29(x9611)+~P5(f3(x9611),x9613,x9611)+~P5(f3(x9611),x9612,x9611)+P5(f3(x9611),f12(x9612,x9613,x9611),x9611) % 87.51/87.61 [962]~P29(x9623)+~P6(x9622,f3(x9623),x9623)+~P6(x9621,f3(x9623),x9623)+P6(f12(x9621,x9622,x9623),f3(x9623),x9623) % 87.51/87.61 [963]~P29(x9633)+~P6(x9632,f3(x9633),x9633)+~P5(x9631,f3(x9633),x9633)+P6(f12(x9631,x9632,x9633),f3(x9633),x9633) % 87.51/87.61 [964]~P29(x9643)+~P6(x9641,f3(x9643),x9643)+~P5(x9642,f3(x9643),x9643)+P6(f12(x9641,x9642,x9643),f3(x9643),x9643) % 87.51/87.61 [965]~P29(x9653)+~P5(x9652,f3(x9653),x9653)+~P5(x9651,f3(x9653),x9653)+P5(f12(x9651,x9652,x9653),f3(x9653),x9653) % 87.51/87.61 [966]~P31(x9663)+~P6(x9662,f3(x9663),x9663)+~P6(f3(x9663),x9661,x9663)+P6(f8(x9661,x9662,x9663),f3(x9663),x9663) % 87.51/87.61 [967]~P31(x9673)+~P6(x9671,f3(x9673),x9673)+~P6(f3(x9673),x9672,x9673)+P6(f8(x9671,x9672,x9673),f3(x9673),x9673) % 87.51/87.61 [968]~P63(x9683)+~P6(x9682,f3(x9683),x9683)+~P6(f3(x9683),x9681,x9683)+P6(f14(x9681,x9682,x9683),f3(x9683),x9683) % 87.51/87.61 [970]~P63(x9703)+~P6(x9701,f3(x9703),x9703)+~P6(f3(x9703),x9702,x9703)+P6(f14(x9701,x9702,x9703),f3(x9703),x9703) % 87.51/87.61 [971]~P31(x9713)+~P6(x9712,f3(x9713),x9713)+~P5(f3(x9713),x9711,x9713)+P5(f8(x9711,x9712,x9713),f3(x9713),x9713) % 87.51/87.61 [972]~P31(x9723)+~P5(x9721,f3(x9723),x9723)+~P6(f3(x9723),x9722,x9723)+P5(f8(x9721,x9722,x9723),f3(x9723),x9723) % 87.51/87.61 [973]~P60(x9733)+~P5(x9732,f3(x9733),x9733)+~P5(f3(x9733),x9731,x9733)+P5(f14(x9731,x9732,x9733),f3(x9733),x9733) % 87.51/87.61 [974]~P60(x9743)+~P5(x9741,f3(x9743),x9743)+~P5(f3(x9743),x9742,x9743)+P5(f14(x9741,x9742,x9743),f3(x9743),x9743) % 87.51/87.61 [976]~P62(x9763)+~P5(x9762,f3(x9763),x9763)+~P5(f3(x9763),x9761,x9763)+P5(f14(x9761,x9762,x9763),f3(x9763),x9763) % 87.51/87.61 [979]~P62(x9793)+~P5(x9791,f3(x9793),x9793)+~P5(f3(x9793),x9792,x9793)+P5(f14(x9791,x9792,x9793),f3(x9793),x9793) % 87.51/87.61 [992]~P60(x9922)+~P5(f14(x9923,x9921,x9922),f3(x9922),x9922)+P5(x9921,f3(x9922),x9922)+P5(x9923,f3(x9922),x9922) % 87.51/87.61 [993]~P60(x9932)+~P5(f3(x9932),f14(x9933,x9931,x9932),x9932)+P5(x9931,f3(x9932),x9932)+P5(f3(x9932),x9933,x9932) % 87.51/87.61 [994]~P60(x9942)+~P5(f3(x9942),f14(x9941,x9943,x9942),x9942)+P5(x9941,f3(x9942),x9942)+P5(f3(x9942),x9943,x9942) % 87.51/87.61 [995]~P60(x9952)+~P5(f3(x9952),f14(x9953,x9951,x9952),x9952)+P5(x9951,f3(x9952),x9952)+P5(f3(x9952),x9951,x9952) % 87.51/87.61 [996]~P60(x9962)+~P5(f3(x9962),f14(x9961,x9963,x9962),x9962)+P5(x9961,f3(x9962),x9962)+P5(f3(x9962),x9961,x9962) % 87.51/87.61 [997]~P60(x9972)+~P5(f14(x9973,x9971,x9972),f3(x9972),x9972)+P5(x9971,f3(x9972),x9972)+P5(f3(x9972),x9971,x9972) % 87.51/87.61 [998]~P60(x9982)+~P5(f14(x9981,x9983,x9982),f3(x9982),x9982)+P5(x9981,f3(x9982),x9982)+P5(f3(x9982),x9981,x9982) % 87.51/87.61 [999]~P60(x9991)+~P5(f14(x9992,x9993,x9991),f3(x9991),x9991)+P5(f3(x9991),x9992,x9991)+P5(f3(x9991),x9993,x9991) % 87.51/87.61 [1028]~P63(x10281)+~P6(f3(x10281),f14(x10283,x10282,x10281),x10281)+P6(f3(x10281),x10282,x10281)+~P6(f3(x10281),x10283,x10281) % 87.51/87.61 [1029]~P63(x10291)+~P6(f3(x10291),f14(x10292,x10293,x10291),x10291)+P6(f3(x10291),x10292,x10291)+~P6(f3(x10291),x10293,x10291) % 87.51/87.61 [688]~P32(x6882)+~P49(x6882)+E(x6881,f3(x6882))+E(f14(f8(x6883,x6881,x6882),x6881,x6882),x6883) % 87.51/87.61 [812]~P51(x8122)+E(x8121,f3(x8122))+E(x8123,f3(x8122))+E(f14(f10(x8121,x8122),f10(x8123,x8122),x8122),f10(f14(x8123,x8121,x8122),x8122)) % 87.51/87.61 [857]~P31(x8572)+~P32(x8572)+~P6(f3(x8572),x8573,x8572)+E(f8(f6(x8571,x8572),x8573,x8572),f6(f8(x8571,x8573,x8572),x8572)) % 87.51/87.61 [1024]~P66(x10242)+~P5(x10243,f3(x10242),x10242)+~P5(x10241,f3(x10242),x10242)+E(f14(f6(x10241,x10242),f6(x10243,x10242),x10242),f6(f14(x10241,x10243,x10242),x10242)) % 87.51/87.61 [1025]~P66(x10252)+~P5(x10253,f3(x10252),x10252)+~P5(f3(x10252),x10251,x10252)+E(f14(f6(x10251,x10252),f6(x10253,x10252),x10252),f6(f14(x10251,x10253,x10252),x10252)) % 87.51/87.61 [1026]~P66(x10262)+~P5(x10261,f3(x10262),x10262)+~P5(f3(x10262),x10263,x10262)+E(f14(f6(x10261,x10262),f6(x10263,x10262),x10262),f6(f14(x10261,x10263,x10262),x10262)) % 87.51/87.61 [1027]~P66(x10272)+~P5(f3(x10272),x10273,x10272)+~P5(f3(x10272),x10271,x10272)+E(f14(f6(x10271,x10272),f6(x10273,x10272),x10272),f6(f14(x10271,x10273,x10272),x10272)) % 87.51/87.61 [1065]~P6(x10651,x10653,a1)+P6(x10651,a32,a1)+~P5(f18(x10652,a2),a28,a1)+~E(f18(f20(a30,x10652,a2),a2),f11(x10653,a1)) % 87.51/87.61 [1147]~P51(x11472)+E(x11471,f3(x11472))+E(x11473,f3(x11472))+E(f14(f14(f10(x11473,x11472),f12(x11473,x11471,x11472),x11472),f10(x11471,x11472),x11472),f12(f10(x11473,x11472),f10(x11471,x11472),x11472)) % 87.51/87.61 [1148]~P51(x11482)+E(x11481,f3(x11482))+E(x11483,f3(x11482))+E(f14(f14(f10(x11483,x11482),f9(x11481,x11483,x11482),x11482),f10(x11481,x11482),x11482),f9(f10(x11483,x11482),f10(x11481,x11482),x11482)) % 87.51/87.61 [1149]~P49(x11492)+E(x11491,f3(x11492))+E(x11493,f3(x11492))+E(f14(f14(f12(x11493,x11491,x11492),f10(x11493,x11492),x11492),f10(x11491,x11492),x11492),f12(f10(x11493,x11492),f10(x11491,x11492),x11492)) % 87.51/87.61 [1230]~P51(x12302)+E(x12301,f3(x12302))+E(x12303,f3(x12302))+E(f11(f14(f14(f10(x12303,x12302),f9(x12303,x12301,x12302),x12302),f10(x12301,x12302),x12302),x12302),f9(f10(x12303,x12302),f10(x12301,x12302),x12302)) % 87.51/87.61 [794]~P1(x7943)+~P6(x7941,x7944,x7943)+P6(x7941,x7942,x7943)+~P6(x7944,x7942,x7943) % 87.51/87.61 [795]~P1(x7953)+~P5(x7951,x7954,x7953)+P6(x7951,x7952,x7953)+~P6(x7954,x7952,x7953) % 87.51/87.61 [796]~P1(x7963)+~P5(x7964,x7962,x7963)+P6(x7961,x7962,x7963)+~P6(x7961,x7964,x7963) % 87.51/87.61 [797]~P36(x7973)+~P6(x7971,x7974,x7973)+P6(x7971,x7972,x7973)+~P6(x7974,x7972,x7973) % 87.51/87.61 [798]~P36(x7983)+~P5(x7981,x7984,x7983)+P6(x7981,x7982,x7983)+~P6(x7984,x7982,x7983) % 87.51/87.61 [799]~P36(x7993)+~P5(x7994,x7992,x7993)+P6(x7991,x7992,x7993)+~P6(x7991,x7994,x7993) % 87.51/87.61 [800]~P1(x8003)+~P5(x8001,x8004,x8003)+P5(x8001,x8002,x8003)+~P5(x8004,x8002,x8003) % 87.51/87.61 [801]~P36(x8013)+~P5(x8011,x8014,x8013)+P5(x8011,x8012,x8013)+~P5(x8014,x8012,x8013) % 87.51/87.61 [802]~P45(x8023)+~P7(x8021,x8024,x8023)+P7(x8021,x8022,x8023)+~P7(x8024,x8022,x8023) % 87.51/87.61 [696]~P37(x6964)+E(x6961,x6962)+~E(f24(x6963,x6961,x6964),f24(x6963,x6962,x6964))+E(x6963,f3(a1)) % 87.51/87.61 [697]~P37(x6974)+E(x6971,x6972)+~E(f24(x6971,x6973,x6974),f24(x6972,x6973,x6974))+E(x6973,f3(x6974)) % 87.51/87.61 [698]~P3(x6984)+~P52(x6984)+E(x6981,x6982)+~E(f12(x6983,x6981,x6984),f12(x6983,x6982,x6984)) % 87.51/87.61 [913]~P45(x9134)+~P7(x9131,x9133,x9134)+~P7(x9131,x9132,x9134)+P7(x9131,f12(x9132,x9133,x9134),x9134) % 87.51/87.61 [914]~P47(x9144)+~P7(x9141,x9143,x9144)+~P7(x9141,x9142,x9144)+P7(x9141,f9(x9142,x9143,x9144),x9144) % 87.51/87.61 [916]~P4(x9164)+~P7(x9161,x9163,x9164)+~P7(x9161,x9162,x9164)+P7(x9161,f7(x9162,x9163,x9164),x9164) % 87.51/87.61 [922]~P64(x9224)+~P6(x9221,x9223,x9224)+~P6(f3(x9224),x9222,x9224)+P6(x9221,f12(x9222,x9223,x9224),x9224) % 87.51/87.61 [1022]~P4(x10223)+P7(x10221,x10222,x10223)+~P7(x10221,x10224,x10223)+~P7(x10221,f7(x10222,x10224,x10223),x10223) % 87.51/87.61 [1072]~P31(x10723)+~P6(x10724,x10721,x10723)+~P6(x10722,f3(x10723),x10723)+P6(f8(x10721,x10722,x10723),f8(x10724,x10722,x10723),x10723) % 87.51/87.61 [1074]~P60(x10743)+~P6(x10744,x10741,x10743)+~P6(x10742,f3(x10743),x10743)+P6(f14(x10741,x10742,x10743),f14(x10744,x10742,x10743),x10743) % 87.51/87.61 [1077]~P60(x10773)+~P6(x10774,x10772,x10773)+~P6(x10771,f3(x10773),x10773)+P6(f14(x10771,x10772,x10773),f14(x10771,x10774,x10773),x10773) % 87.51/87.61 [1078]~P59(x10783)+~P5(x10784,x10781,x10783)+~P5(x10782,f3(x10783),x10783)+P5(f14(x10781,x10782,x10783),f14(x10784,x10782,x10783),x10783) % 87.51/87.61 [1079]~P59(x10793)+~P5(x10794,x10792,x10793)+~P5(x10791,f3(x10793),x10793)+P5(f14(x10791,x10792,x10793),f14(x10791,x10794,x10793),x10793) % 87.51/87.61 [1080]~P60(x10803)+~P5(x10804,x10802,x10803)+~P6(x10801,f3(x10803),x10803)+P5(f14(x10801,x10802,x10803),f14(x10801,x10804,x10803),x10803) % 87.51/87.61 [1081]~P31(x10813)+~P6(x10811,x10814,x10813)+~P6(f3(x10813),x10812,x10813)+P6(f8(x10811,x10812,x10813),f8(x10814,x10812,x10813),x10813) % 87.51/87.61 [1082]~P60(x10823)+~P6(x10821,x10824,x10823)+~P6(f3(x10823),x10822,x10823)+P6(f14(x10821,x10822,x10823),f14(x10824,x10822,x10823),x10823) % 87.51/87.61 [1083]~P63(x10833)+~P6(x10831,x10834,x10833)+~P6(f3(x10833),x10832,x10833)+P6(f14(x10831,x10832,x10833),f14(x10834,x10832,x10833),x10833) % 87.51/87.61 [1085]~P60(x10853)+~P6(x10852,x10854,x10853)+~P6(f3(x10853),x10851,x10853)+P6(f14(x10851,x10852,x10853),f14(x10851,x10854,x10853),x10853) % 87.51/87.61 [1086]~P63(x10863)+~P6(x10862,x10864,x10863)+~P6(f3(x10863),x10861,x10863)+P6(f14(x10861,x10862,x10863),f14(x10861,x10864,x10863),x10863) % 87.51/87.61 [1087]~P58(x10873)+~P6(x10872,x10874,x10873)+~P6(f3(x10873),x10871,x10873)+P6(f14(x10871,x10872,x10873),f14(x10871,x10874,x10873),x10873) % 87.51/87.61 [1088]~P53(x10883)+~P5(x10881,x10884,x10883)+~P5(f3(x10883),x10882,x10883)+P5(f14(x10881,x10882,x10883),f14(x10884,x10882,x10883),x10883) % 87.51/87.61 [1089]~P60(x10893)+~P5(x10892,x10894,x10893)+~P6(f3(x10893),x10891,x10893)+P5(f14(x10891,x10892,x10893),f14(x10891,x10894,x10893),x10893) % 87.51/87.61 [1090]~P53(x10903)+~P5(x10902,x10904,x10903)+~P5(f3(x10903),x10901,x10903)+P5(f14(x10901,x10902,x10903),f14(x10901,x10904,x10903),x10903) % 87.51/87.61 [1091]~P55(x10913)+~P5(x10912,x10914,x10913)+~P5(f3(x10913),x10911,x10913)+P5(f14(x10911,x10912,x10913),f14(x10911,x10914,x10913),x10913) % 87.51/87.61 [1099]~P52(x10992)+P7(x10993,x10994,x10992)+~P7(f14(x10991,x10993,x10992),f14(x10991,x10994,x10992),x10992)+E(x10991,f3(x10992)) % 87.51/87.61 [1100]~P52(x11002)+P7(x11003,x11004,x11002)+~P7(f14(x11003,x11001,x11002),f14(x11004,x11001,x11002),x11002)+E(x11001,f3(x11002)) % 87.51/87.61 [1109]~P31(x11094)+~P6(f3(x11094),x11093,x11094)+~P6(f14(x11091,x11093,x11094),x11092,x11094)+P6(x11091,f8(x11092,x11093,x11094),x11094) % 87.51/87.61 [1110]~P31(x11104)+~P6(f3(x11104),x11103,x11104)+~P5(f14(x11101,x11103,x11104),x11102,x11104)+P5(x11101,f8(x11102,x11103,x11104),x11104) % 87.51/87.61 [1111]~P31(x11113)+~P6(f3(x11113),x11112,x11113)+~P6(x11111,f14(x11114,x11112,x11113),x11113)+P6(f8(x11111,x11112,x11113),x11114,x11113) % 87.51/87.61 [1112]~P31(x11123)+~P6(f3(x11123),x11122,x11123)+~P5(x11121,f14(x11124,x11122,x11123),x11123)+P5(f8(x11121,x11122,x11123),x11124,x11123) % 87.51/87.61 [1122]P6(x11222,x11221,x11223)+~P60(x11223)+P6(x11221,x11222,x11223)+~P6(f14(x11224,x11221,x11223),f14(x11224,x11222,x11223),x11223) % 87.51/87.61 [1123]P6(x11232,x11231,x11233)+~P60(x11233)+P6(x11231,x11232,x11233)+~P6(f14(x11231,x11234,x11233),f14(x11232,x11234,x11233),x11233) % 87.51/87.61 [1136]~P60(x11363)+P6(x11361,x11362,x11363)+~P6(f14(x11361,x11364,x11363),f14(x11362,x11364,x11363),x11363)+P6(x11364,f3(x11363),x11363) % 87.51/87.61 [1137]~P60(x11373)+P6(x11371,x11372,x11373)+~P6(f14(x11374,x11371,x11373),f14(x11374,x11372,x11373),x11373)+P6(x11374,f3(x11373),x11373) % 87.51/87.61 [1138]~P60(x11383)+P6(x11381,x11382,x11383)+~P6(f14(x11384,x11382,x11383),f14(x11384,x11381,x11383),x11383)+P6(f3(x11383),x11384,x11383) % 87.51/87.61 [1139]~P60(x11393)+P6(x11391,x11392,x11393)+~P6(f14(x11392,x11394,x11393),f14(x11391,x11394,x11393),x11393)+P6(f3(x11393),x11394,x11393) % 87.51/87.61 [1143]~P60(x11432)+~P6(f14(x11433,x11431,x11432),f14(x11434,x11431,x11432),x11432)+P6(x11431,f3(x11432),x11432)+P6(f3(x11432),x11431,x11432) % 87.51/87.61 [1144]~P60(x11442)+~P6(f14(x11441,x11443,x11442),f14(x11441,x11444,x11442),x11442)+P6(x11441,f3(x11442),x11442)+P6(f3(x11442),x11441,x11442) % 87.51/87.61 [1150]~P60(x11503)+P6(x11501,x11502,x11503)+~P6(f14(x11504,x11502,x11503),f14(x11504,x11501,x11503),x11503)+~P6(x11504,f3(x11503),x11503) % 87.51/87.61 [1151]~P60(x11513)+P5(x11511,x11512,x11513)+~P5(f14(x11514,x11512,x11513),f14(x11514,x11511,x11513),x11513)+~P6(x11514,f3(x11513),x11513) % 87.51/87.61 [1152]~P60(x11523)+P6(x11521,x11522,x11523)+~P6(f14(x11524,x11521,x11523),f14(x11524,x11522,x11523),x11523)+~P6(f3(x11523),x11524,x11523) % 87.51/87.61 [1153]~P63(x11533)+P6(x11531,x11532,x11533)+~P6(f14(x11534,x11531,x11533),f14(x11534,x11532,x11533),x11533)+~P5(f3(x11533),x11534,x11533) % 87.51/87.61 [1154]~P63(x11543)+P6(x11541,x11542,x11543)+~P6(f14(x11541,x11544,x11543),f14(x11542,x11544,x11543),x11543)+~P5(f3(x11543),x11544,x11543) % 87.51/87.61 [1155]~P65(x11553)+P6(x11551,x11552,x11553)+~P6(f14(x11554,x11551,x11553),f14(x11554,x11552,x11553),x11553)+~P5(f3(x11553),x11554,x11553) % 87.51/87.61 [1156]~P65(x11563)+P6(x11561,x11562,x11563)+~P6(f14(x11561,x11564,x11563),f14(x11562,x11564,x11563),x11563)+~P5(f3(x11563),x11564,x11563) % 87.51/87.61 [1157]~P60(x11573)+P5(x11571,x11572,x11573)+~P5(f14(x11574,x11571,x11573),f14(x11574,x11572,x11573),x11573)+~P6(f3(x11573),x11574,x11573) % 87.51/87.61 [1158]~P63(x11583)+P5(x11581,x11582,x11583)+~P5(f14(x11584,x11581,x11583),f14(x11584,x11582,x11583),x11583)+~P6(f3(x11583),x11584,x11583) % 87.51/87.61 [1159]~P63(x11593)+P5(x11591,x11592,x11593)+~P5(f14(x11591,x11594,x11593),f14(x11592,x11594,x11593),x11593)+~P6(f3(x11593),x11594,x11593) % 87.51/87.61 [919]~P32(x9192)+~P49(x9192)+E(x9191,f3(x9192))+E(f8(f14(x9193,x9191,x9192),f14(x9194,x9191,x9192),x9192),f8(x9193,x9194,x9192)) % 87.51/87.61 [920]~P32(x9202)+~P49(x9202)+E(x9201,f3(x9202))+E(f8(f14(x9201,x9203,x9202),f14(x9201,x9204,x9202),x9202),f8(x9203,x9204,x9202)) % 87.51/87.61 [1219]~P61(x12193)+~P6(x12191,f12(x12192,x12194,x12193),x12193)+~P6(f9(x12192,x12194,x12193),x12191,x12193)+P6(f6(f9(x12191,x12192,x12193),x12193),x12194,x12193) % 87.51/87.61 [1145]~P32(x11452)+~P49(x11452)+E(x11451,f3(x11452))+E(f8(f12(x11453,f14(x11454,x11451,x11452),x11452),x11451,x11452),f12(x11454,f8(x11453,x11451,x11452),x11452)) % 87.51/87.61 [1146]~P32(x11462)+~P49(x11462)+E(x11461,f3(x11462))+E(f8(f12(x11463,f14(x11464,x11461,x11462),x11462),x11461,x11462),f12(f8(x11463,x11461,x11462),x11464,x11462)) % 87.51/87.61 [1244]~P38(x12442)+E(x12441,f3(x12442))+E(x12443,f3(x12442))+E(f11(f14(f14(f10(x12443,x12442),f8(f9(x12443,x12441,x12442),x12444,x12442),x12442),f10(x12441,x12442),x12442),x12442),f8(f9(f10(x12443,x12442),f10(x12441,x12442),x12442),x12444,x12442)) % 87.51/87.61 [860]~P9(x8603)+~P6(x8604,x8605,x8603)+P6(x8601,x8602,x8603)+~E(f9(x8604,x8605,x8603),f9(x8601,x8602,x8603)) % 87.51/87.61 [861]~P9(x8613)+~P6(x8614,x8615,x8613)+P6(x8611,x8612,x8613)+~E(f9(x8611,x8612,x8613),f9(x8614,x8615,x8613)) % 87.51/87.61 [862]~P9(x8623)+~P5(x8625,x8624,x8623)+P5(x8621,x8622,x8623)+~E(f9(x8624,x8625,x8623),f9(x8622,x8621,x8623)) % 87.51/87.61 [863]~P9(x8633)+~P5(x8635,x8634,x8633)+P5(x8631,x8632,x8633)+~E(f9(x8632,x8631,x8633),f9(x8634,x8635,x8633)) % 87.51/87.61 [1060]~P30(x10603)+~P6(x10602,x10605,x10603)+~P6(x10601,x10604,x10603)+P6(f12(x10601,x10602,x10603),f12(x10604,x10605,x10603),x10603) % 87.51/87.61 [1061]~P30(x10613)+~P6(x10612,x10615,x10613)+~P5(x10611,x10614,x10613)+P6(f12(x10611,x10612,x10613),f12(x10614,x10615,x10613),x10613) % 87.51/87.61 [1062]~P30(x10623)+~P6(x10621,x10624,x10623)+~P5(x10622,x10625,x10623)+P6(f12(x10621,x10622,x10623),f12(x10624,x10625,x10623),x10623) % 87.51/87.61 [1063]~P28(x10633)+~P5(x10632,x10635,x10633)+~P5(x10631,x10634,x10633)+P5(f12(x10631,x10632,x10633),f12(x10634,x10635,x10633),x10633) % 87.51/87.61 [1064]~P45(x10643)+~P7(x10642,x10645,x10643)+~P7(x10641,x10644,x10643)+P7(f14(x10641,x10642,x10643),f14(x10644,x10645,x10643),x10643) % 87.51/87.61 [1103]~P9(x11034)+~P5(x11035,x11033,x11034)+~P5(x11031,f12(x11032,x11035,x11034),x11034)+P5(x11031,f12(x11032,x11033,x11034),x11034) % 87.51/87.61 [1182]~P61(x11822)+~P6(f6(x11821,x11822),x11824,x11822)+~P6(f6(x11823,x11822),x11825,x11822)+P6(f14(f6(x11821,x11822),f6(x11823,x11822),x11822),f14(x11824,x11825,x11822),x11822) % 87.51/87.61 [1194]~P43(x11943)+~P6(f18(x11942,x11943),x11945,a1)+~P6(f18(x11941,x11943),x11944,a1)+P6(f18(f12(x11941,x11942,x11943),x11943),f12(x11944,x11945,a1),a1) % 87.51/87.61 [1228]~P49(x12282)+E(x12281,f3(x12282))+E(x12283,f3(x12282))+E(f8(f12(f14(x12284,x12281,x12282),f14(x12285,x12283,x12282),x12282),f14(x12283,x12281,x12282),x12282),f12(f8(x12284,x12283,x12282),f8(x12285,x12281,x12282),x12282)) % 87.51/87.61 [1229]~P49(x12292)+E(x12291,f3(x12292))+E(x12293,f3(x12292))+E(f8(f9(f14(x12294,x12291,x12292),f14(x12295,x12293,x12292),x12292),f14(x12293,x12291,x12292),x12292),f9(f8(x12294,x12293,x12292),f8(x12295,x12291,x12292),x12292)) % 87.51/87.61 [1195]~P4(x11953)+~E(f7(x11951,x11954,x11953),f7(x11955,x11954,x11953))+~E(f7(x11952,x11954,x11953),f7(x11956,x11954,x11953))+E(f7(f14(x11951,x11952,x11953),x11954,x11953),f7(f14(x11955,x11956,x11953),x11954,x11953)) % 87.51/87.61 [1196]~P4(x11963)+~E(f7(x11961,x11964,x11963),f7(x11965,x11964,x11963))+~E(f7(x11962,x11964,x11963),f7(x11966,x11964,x11963))+E(f7(f12(x11961,x11962,x11963),x11964,x11963),f7(f12(x11965,x11966,x11963),x11964,x11963)) % 87.51/87.61 [1197]~P8(x11973)+~E(f7(x11971,x11974,x11973),f7(x11975,x11974,x11973))+~E(f7(x11972,x11974,x11973),f7(x11976,x11974,x11973))+E(f7(f9(x11971,x11972,x11973),x11974,x11973),f7(f9(x11975,x11976,x11973),x11974,x11973)) % 87.51/87.61 [826]~P31(x8262)+~P32(x8262)+P6(f4(x8262),x8261,x8262)+~P6(f10(x8261,x8262),f4(x8262),x8262)+P5(x8261,f3(x8262),x8262) % 87.51/87.61 [827]~P31(x8272)+~P32(x8272)+P5(f4(x8272),x8271,x8272)+~P5(f10(x8271,x8272),f4(x8272),x8272)+P5(x8271,f3(x8272),x8272) % 87.51/87.61 [839]~P31(x8391)+~P32(x8391)+~P6(f3(x8391),x8392,x8391)+~P6(x8392,f4(x8391),x8391)+P6(f4(x8391),f10(x8392,x8391),x8391) % 87.51/87.61 [840]~P31(x8401)+~P32(x8401)+~P6(f3(x8401),x8402,x8401)+~P5(x8402,f4(x8401),x8401)+P5(f4(x8401),f10(x8402,x8401),x8401) % 87.51/87.61 [448]~P51(x4483)+E(x4481,x4482)+~E(f10(x4481,x4483),f10(x4482,x4483))+E(x4482,f3(x4483))+E(x4481,f3(x4483)) % 87.51/87.61 [845]~P29(x8452)+~P5(f3(x8452),x8451,x8452)+~P5(f3(x8452),x8453,x8452)+~E(f12(x8453,x8451,x8452),f3(x8452))+E(x8451,f3(x8452)) % 87.51/87.61 [846]~P29(x8462)+~P5(f3(x8462),x8463,x8462)+~P5(f3(x8462),x8461,x8462)+~E(f12(x8461,x8463,x8462),f3(x8462))+E(x8461,f3(x8462)) % 87.51/87.61 [981]~P31(x9811)+~P32(x9811)+~P5(x9813,f3(x9811),x9811)+~P5(x9812,f3(x9811),x9811)+P5(f3(x9811),f8(x9812,x9813,x9811),x9811) % 87.51/87.61 [983]~P31(x9831)+~P32(x9831)+~P5(f3(x9831),x9833,x9831)+~P5(f3(x9831),x9832,x9831)+P5(f3(x9831),f8(x9832,x9833,x9831),x9831) % 87.51/87.61 [986]~P31(x9863)+~P32(x9863)+~P5(x9862,f3(x9863),x9863)+~P5(f3(x9863),x9861,x9863)+P5(f8(x9861,x9862,x9863),f3(x9863),x9863) % 87.51/87.61 [987]~P31(x9873)+~P32(x9873)+~P5(x9871,f3(x9873),x9873)+~P5(f3(x9873),x9872,x9873)+P5(f8(x9871,x9872,x9873),f3(x9873),x9873) % 87.51/87.61 [1004]~P31(x10042)+~P32(x10042)+~P6(f8(x10043,x10041,x10042),f3(x10042),x10042)+P6(x10041,f3(x10042),x10042)+P6(x10043,f3(x10042),x10042) % 87.51/87.61 [1005]~P31(x10052)+~P32(x10052)+~P5(f8(x10053,x10051,x10052),f3(x10052),x10052)+P5(x10051,f3(x10052),x10052)+P5(x10053,f3(x10052),x10052) % 87.51/87.61 [1006]~P31(x10062)+~P32(x10062)+~P6(f3(x10062),f8(x10063,x10061,x10062),x10062)+P6(x10061,f3(x10062),x10062)+P6(f3(x10062),x10063,x10062) % 87.51/87.61 [1007]~P31(x10072)+~P32(x10072)+~P6(f3(x10072),f8(x10071,x10073,x10072),x10072)+P6(x10071,f3(x10072),x10072)+P6(f3(x10072),x10073,x10072) % 87.51/87.61 [1008]~P31(x10082)+~P32(x10082)+~P6(f3(x10082),f8(x10083,x10081,x10082),x10082)+P6(x10081,f3(x10082),x10082)+P6(f3(x10082),x10081,x10082) % 87.51/87.61 [1009]~P31(x10092)+~P32(x10092)+~P6(f3(x10092),f8(x10091,x10093,x10092),x10092)+P6(x10091,f3(x10092),x10092)+P6(f3(x10092),x10091,x10092) % 87.51/87.61 [1010]~P31(x10102)+~P32(x10102)+~P5(f3(x10102),f8(x10103,x10101,x10102),x10102)+P5(x10101,f3(x10102),x10102)+P5(f3(x10102),x10103,x10102) % 87.51/87.61 [1011]~P31(x10112)+~P32(x10112)+~P5(f3(x10112),f8(x10111,x10113,x10112),x10112)+P5(x10111,f3(x10112),x10112)+P5(f3(x10112),x10113,x10112) % 87.51/87.61 [1012]~P31(x10122)+~P32(x10122)+~P5(f3(x10122),f8(x10123,x10121,x10122),x10122)+P5(x10121,f3(x10122),x10122)+P5(f3(x10122),x10121,x10122) % 87.51/87.61 [1013]~P31(x10132)+~P32(x10132)+~P5(f3(x10132),f8(x10131,x10133,x10132),x10132)+P5(x10131,f3(x10132),x10132)+P5(f3(x10132),x10131,x10132) % 87.51/87.61 [1014]~P31(x10142)+~P32(x10142)+~P6(f8(x10143,x10141,x10142),f3(x10142),x10142)+P6(x10141,f3(x10142),x10142)+P6(f3(x10142),x10141,x10142) % 87.51/87.61 [1015]~P31(x10152)+~P32(x10152)+~P6(f8(x10151,x10153,x10152),f3(x10152),x10152)+P6(x10151,f3(x10152),x10152)+P6(f3(x10152),x10151,x10152) % 87.51/87.61 [1016]~P31(x10162)+~P32(x10162)+~P5(f8(x10163,x10161,x10162),f3(x10162),x10162)+P5(x10161,f3(x10162),x10162)+P5(f3(x10162),x10161,x10162) % 87.51/87.61 [1017]~P31(x10172)+~P32(x10172)+~P5(f8(x10171,x10173,x10172),f3(x10172),x10172)+P5(x10171,f3(x10172),x10172)+P5(f3(x10172),x10171,x10172) % 87.51/87.61 [1018]~P31(x10181)+~P32(x10181)+~P6(f8(x10182,x10183,x10181),f3(x10181),x10181)+P6(f3(x10181),x10182,x10181)+P6(f3(x10181),x10183,x10181) % 87.51/87.61 [1019]~P31(x10191)+~P32(x10191)+~P5(f8(x10192,x10193,x10191),f3(x10191),x10191)+P5(f3(x10191),x10192,x10191)+P5(f3(x10191),x10193,x10191) % 87.51/87.61 [1070]~P61(x10703)+~P5(x10701,f4(x10703),x10703)+~P5(f3(x10703),x10702,x10703)+~P5(f3(x10703),x10701,x10703)+P5(f14(x10701,x10702,x10703),x10702,x10703) % 87.51/87.61 [1071]~P61(x10713)+~P5(x10712,f4(x10713),x10713)+~P5(f3(x10713),x10712,x10713)+~P5(f3(x10713),x10711,x10713)+P5(f14(x10711,x10712,x10713),x10711,x10713) % 87.51/87.61 [929]~P27(x9294)+~P20(x9294)+~P6(x9291,x9293,x9294)+~P5(f3(x9294),x9292,x9294)+P6(x9291,f12(x9292,x9293,x9294),x9294) % 87.51/87.61 [930]~P27(x9304)+~P20(x9304)+~P5(x9301,x9303,x9304)+~P6(f3(x9304),x9302,x9304)+P6(x9301,f12(x9302,x9303,x9304),x9304) % 87.51/87.61 [931]~P27(x9314)+~P20(x9314)+~P5(x9311,x9313,x9314)+~P5(f3(x9314),x9312,x9314)+P5(x9311,f12(x9312,x9313,x9314),x9314) % 87.51/87.61 [932]~P27(x9324)+~P20(x9324)+~P5(x9321,x9322,x9324)+~P5(f3(x9324),x9323,x9324)+P5(x9321,f12(x9322,x9323,x9324),x9324) % 87.51/87.61 [1092]~P31(x10923)+~P32(x10923)+~P5(x10924,x10921,x10923)+~P5(x10922,f3(x10923),x10923)+P5(f8(x10921,x10922,x10923),f8(x10924,x10922,x10923),x10923) % 87.51/87.61 [1093]~P31(x10933)+~P32(x10933)+~P5(x10931,x10934,x10933)+~P5(f3(x10933),x10932,x10933)+P5(f8(x10931,x10932,x10933),f8(x10934,x10932,x10933),x10933) % 87.51/87.61 [1114]~P31(x11144)+~P32(x11144)+~P6(f3(x11144),x11143,x11144)+~P6(f8(x11141,x11143,x11144),x11142,x11144)+P6(x11141,f14(x11142,x11143,x11144),x11144) % 87.51/87.61 [1116]~P31(x11164)+~P32(x11164)+~P6(f3(x11164),x11163,x11164)+~P5(f8(x11161,x11163,x11164),x11162,x11164)+P5(x11161,f14(x11162,x11163,x11164),x11164) % 87.51/87.61 [1118]~P31(x11183)+~P32(x11183)+~P6(f3(x11183),x11182,x11183)+~P6(x11181,f8(x11184,x11182,x11183),x11183)+P6(f14(x11181,x11182,x11183),x11184,x11183) % 87.51/87.61 [1120]~P31(x11203)+~P32(x11203)+~P6(f3(x11203),x11202,x11203)+~P5(x11201,f8(x11204,x11202,x11203),x11203)+P5(f14(x11201,x11202,x11203),x11204,x11203) % 87.51/87.61 [1199]~P31(x11993)+~P6(x11992,x11994,x11993)+~P6(x11991,f3(x11993),x11993)+~P6(f3(x11993),f14(x11992,x11994,x11993),x11993)+P6(f8(x11991,x11992,x11993),f8(x11991,x11994,x11993),x11993) % 87.51/87.61 [1200]~P31(x12003)+~P6(x12004,x12002,x12003)+~P6(f3(x12003),x12001,x12003)+~P6(f3(x12003),f14(x12002,x12004,x12003),x12003)+P6(f8(x12001,x12002,x12003),f8(x12001,x12004,x12003),x12003) % 87.51/87.61 [1201]~P31(x12013)+~P5(x12014,x12012,x12013)+~P5(f3(x12013),x12011,x12013)+~P6(f3(x12013),f14(x12012,x12014,x12013),x12013)+P5(f8(x12011,x12012,x12013),f8(x12011,x12014,x12013),x12013) % 87.51/87.61 [847]~P49(x8472)+~E(f14(x8474,x8473,x8472),f14(x8475,x8471,x8472))+E(f8(x8474,x8471,x8472),f8(x8475,x8473,x8472))+E(x8471,f3(x8472))+E(x8473,f3(x8472)) % 87.51/87.61 [848]~P49(x8482)+~E(f8(x8484,x8483,x8482),f8(x8485,x8481,x8482))+E(f14(x8484,x8481,x8482),f14(x8485,x8483,x8482))+E(x8481,f3(x8482))+E(x8483,f3(x8482)) % 87.51/87.61 [1121]~P3(x11214)+~P52(x11214)+E(x11211,x11212)+E(x11213,f3(x11214))+~E(f12(x11215,f14(x11213,x11211,x11214),x11214),f12(x11215,f14(x11213,x11212,x11214),x11214)) % 87.51/87.61 [1221]~P3(x12215)+~P52(x12215)+E(x12211,x12212)+E(x12213,x12214)+~E(f12(f14(x12213,x12211,x12215),f14(x12214,x12212,x12215),x12215),f12(f14(x12213,x12212,x12215),f14(x12214,x12211,x12215),x12215)) % 87.51/87.61 [1234]~P50(x12345)+~P33(x12345)+~P7(x12341,x12344,x12345)+~P7(x12341,f12(x12342,x12346,x12345),x12345)+P7(x12341,f12(f9(x12342,f14(x12343,x12344,x12345),x12345),x12346,x12345),x12345) % 87.51/87.61 [1235]~P50(x12354)+~P33(x12354)+~P7(x12351,x12355,x12354)+P7(x12351,f12(x12352,x12353,x12354),x12354)+~P7(x12351,f12(f9(x12352,f14(x12356,x12355,x12354),x12354),x12353,x12354),x12354) % 87.51/87.61 [1000]~P31(x10002)+~P32(x10002)+P6(x10001,f3(x10002),x10002)+P6(f3(x10002),x10001,x10002)+~P6(x10003,f3(x10002),x10002)+P6(x10003,f8(x10004,x10001,x10002),x10002) % 87.51/87.61 [1001]~P31(x10012)+~P32(x10012)+P6(x10011,f3(x10012),x10012)+P6(f3(x10012),x10011,x10012)+~P5(x10013,f3(x10012),x10012)+P5(x10013,f8(x10014,x10011,x10012),x10012) % 87.51/87.61 [1002]~P31(x10022)+~P32(x10022)+P6(x10021,f3(x10022),x10022)+P6(f3(x10022),x10021,x10022)+~P6(f3(x10022),x10024,x10022)+P6(f8(x10023,x10021,x10022),x10024,x10022) % 87.51/87.61 [1003]~P31(x10032)+~P32(x10032)+P6(x10031,f3(x10032),x10032)+P6(f3(x10032),x10031,x10032)+~P5(f3(x10032),x10034,x10032)+P5(f8(x10033,x10031,x10032),x10034,x10032) % 87.51/87.61 [1066]~P31(x10662)+~P32(x10662)+P6(x10661,f3(x10662),x10662)+P6(f3(x10662),x10661,x10662)+~P6(x10663,f8(x10664,x10661,x10662),x10662)+P6(x10663,f3(x10662),x10662) % 87.51/87.61 [1067]~P31(x10672)+~P32(x10672)+P6(x10671,f3(x10672),x10672)+P6(f3(x10672),x10671,x10672)+~P5(x10673,f8(x10674,x10671,x10672),x10672)+P5(x10673,f3(x10672),x10672) % 87.51/87.61 [1068]~P31(x10682)+~P32(x10682)+P6(x10681,f3(x10682),x10682)+P6(f3(x10682),x10681,x10682)+~P6(f8(x10684,x10681,x10682),x10683,x10682)+P6(f3(x10682),x10683,x10682) % 87.51/87.61 [1069]~P31(x10692)+~P32(x10692)+P6(x10691,f3(x10692),x10692)+P6(f3(x10692),x10691,x10692)+~P5(f8(x10694,x10691,x10692),x10693,x10692)+P5(f3(x10692),x10693,x10692) % 87.51/87.61 [1160]~P31(x11602)+~P32(x11602)+~P6(f14(x11603,x11601,x11602),x11604,x11602)+P6(x11601,f3(x11602),x11602)+~P6(x11603,f3(x11602),x11602)+P6(x11603,f8(x11604,x11601,x11602),x11602) % 87.51/87.61 [1161]~P31(x11612)+~P32(x11612)+~P5(f14(x11613,x11611,x11612),x11614,x11612)+P6(x11611,f3(x11612),x11612)+~P5(x11613,f3(x11612),x11612)+P5(x11613,f8(x11614,x11611,x11612),x11612) % 87.51/87.61 [1162]~P31(x11622)+~P32(x11622)+~P6(x11623,f14(x11624,x11621,x11622),x11622)+P6(x11621,f3(x11622),x11622)+~P6(f3(x11622),x11624,x11622)+P6(f8(x11623,x11621,x11622),x11624,x11622) % 87.51/87.61 [1163]~P31(x11632)+~P32(x11632)+~P5(x11633,f14(x11634,x11631,x11632),x11632)+P6(x11631,f3(x11632),x11632)+~P5(f3(x11632),x11634,x11632)+P5(f8(x11633,x11631,x11632),x11634,x11632) % 87.51/87.61 [1164]~P31(x11641)+~P32(x11641)+~P6(x11644,f14(x11643,x11642,x11641),x11641)+~P6(x11642,f3(x11641),x11641)+P6(f3(x11641),x11642,x11641)+P6(x11643,f8(x11644,x11642,x11641),x11641) % 87.51/87.61 [1165]~P31(x11651)+~P32(x11651)+~P6(x11654,f14(x11653,x11652,x11651),x11651)+~P6(x11653,f3(x11651),x11651)+P6(f3(x11651),x11652,x11651)+P6(x11653,f8(x11654,x11652,x11651),x11651) % 87.51/87.61 [1166]~P31(x11661)+~P32(x11661)+~P6(x11664,f8(x11663,x11662,x11661),x11661)+~P6(x11662,f3(x11661),x11661)+P6(f3(x11661),x11662,x11661)+P6(x11663,f14(x11664,x11662,x11661),x11661) % 87.51/87.61 [1167]~P31(x11671)+~P32(x11671)+~P5(x11674,f14(x11673,x11672,x11671),x11671)+~P6(x11672,f3(x11671),x11671)+P6(f3(x11671),x11672,x11671)+P5(x11673,f8(x11674,x11672,x11671),x11671) % 87.51/87.61 [1168]~P31(x11681)+~P32(x11681)+~P5(x11684,f14(x11683,x11682,x11681),x11681)+~P5(x11683,f3(x11681),x11681)+P6(f3(x11681),x11682,x11681)+P5(x11683,f8(x11684,x11682,x11681),x11681) % 87.51/87.61 [1169]~P31(x11691)+~P32(x11691)+~P5(x11694,f8(x11693,x11692,x11691),x11691)+~P6(x11692,f3(x11691),x11691)+P6(f3(x11691),x11692,x11691)+P5(x11693,f14(x11694,x11692,x11691),x11691) % 87.51/87.61 [1170]~P31(x11701)+~P32(x11701)+~P6(f14(x11704,x11702,x11701),x11703,x11701)+~P6(x11702,f3(x11701),x11701)+P6(f3(x11701),x11702,x11701)+P6(f8(x11703,x11702,x11701),x11704,x11701) % 87.51/87.61 [1171]~P31(x11711)+~P32(x11711)+~P6(f8(x11714,x11712,x11711),x11713,x11711)+~P6(x11712,f3(x11711),x11711)+P6(f3(x11711),x11712,x11711)+P6(f14(x11713,x11712,x11711),x11714,x11711) % 87.51/87.61 [1172]~P31(x11721)+~P32(x11721)+~P5(f14(x11724,x11722,x11721),x11723,x11721)+~P6(x11722,f3(x11721),x11721)+P6(f3(x11721),x11722,x11721)+P5(f8(x11723,x11722,x11721),x11724,x11721) % 87.51/87.61 [1173]~P31(x11731)+~P32(x11731)+~P5(f8(x11734,x11732,x11731),x11733,x11731)+~P6(x11732,f3(x11731),x11731)+P6(f3(x11731),x11732,x11731)+P5(f14(x11733,x11732,x11731),x11734,x11731) % 87.51/87.61 [1174]~P31(x11741)+~P32(x11741)+~P6(f14(x11744,x11742,x11741),x11743,x11741)+~P6(f3(x11741),x11744,x11741)+P6(f3(x11741),x11742,x11741)+P6(f8(x11743,x11742,x11741),x11744,x11741) % 87.51/87.61 [1175]~P31(x11751)+~P32(x11751)+~P5(f14(x11754,x11752,x11751),x11753,x11751)+~P5(f3(x11751),x11754,x11751)+P6(f3(x11751),x11752,x11751)+P5(f8(x11753,x11752,x11751),x11754,x11751) % 87.51/87.61 [1202]~P31(x12023)+~P32(x12023)+~P5(x12022,x12024,x12023)+~P5(x12021,f3(x12023),x12023)+~P6(f3(x12023),f14(x12022,x12024,x12023),x12023)+P5(f8(x12021,x12022,x12023),f8(x12021,x12024,x12023),x12023) % 87.51/87.61 [1210]~P31(x12104)+~P32(x12104)+~P6(x12103,f3(x12104),x12104)+~P6(x12102,f14(x12101,x12103,x12104),x12104)+~P6(f14(x12101,x12103,x12104),x12102,x12104)+P6(x12101,f8(x12102,x12103,x12104),x12104) % 87.51/87.61 [1211]~P31(x12114)+~P32(x12114)+~P6(x12111,f3(x12114),x12114)+~P6(x12112,f14(x12111,x12113,x12114),x12114)+~P6(f14(x12111,x12113,x12114),x12112,x12114)+P6(x12111,f8(x12112,x12113,x12114),x12114) % 87.51/87.61 [1212]~P31(x12124)+~P32(x12124)+~P6(x12123,f3(x12124),x12124)+~P5(x12122,f14(x12121,x12123,x12124),x12124)+~P5(f14(x12121,x12123,x12124),x12122,x12124)+P5(x12121,f8(x12122,x12123,x12124),x12124) % 87.51/87.61 [1213]~P31(x12134)+~P32(x12134)+~P5(x12131,f3(x12134),x12134)+~P5(x12132,f14(x12131,x12133,x12134),x12134)+~P5(f14(x12131,x12133,x12134),x12132,x12134)+P5(x12131,f8(x12132,x12133,x12134),x12134) % 87.51/87.61 [1214]~P31(x12143)+~P32(x12143)+~P6(x12142,f3(x12143),x12143)+~P6(x12141,f14(x12144,x12142,x12143),x12143)+~P6(f14(x12144,x12142,x12143),x12141,x12143)+P6(f8(x12141,x12142,x12143),x12144,x12143) % 87.51/87.61 [1215]~P31(x12153)+~P32(x12153)+~P6(x12152,f3(x12153),x12153)+~P5(x12151,f14(x12154,x12152,x12153),x12153)+~P5(f14(x12154,x12152,x12153),x12151,x12153)+P5(f8(x12151,x12152,x12153),x12154,x12153) % 87.51/87.61 [1216]~P31(x12163)+~P32(x12163)+~P6(f3(x12163),x12164,x12163)+~P6(x12161,f14(x12164,x12162,x12163),x12163)+~P6(f14(x12164,x12162,x12163),x12161,x12163)+P6(f8(x12161,x12162,x12163),x12164,x12163) % 87.51/87.61 [1217]~P31(x12173)+~P32(x12173)+~P5(f3(x12173),x12174,x12173)+~P5(x12171,f14(x12174,x12172,x12173),x12173)+~P5(f14(x12174,x12172,x12173),x12171,x12173)+P5(f8(x12171,x12172,x12173),x12174,x12173) % 87.51/87.61 [1183]~P31(x11833)+~P6(x11835,x11832,x11833)+~P5(x11831,x11834,x11833)+~P6(f3(x11833),x11835,x11833)+~P6(f3(x11833),x11831,x11833)+P6(f8(x11831,x11832,x11833),f8(x11834,x11835,x11833),x11833) % 87.51/87.61 [1184]~P31(x11843)+~P6(x11841,x11844,x11843)+~P5(x11845,x11842,x11843)+~P6(f3(x11843),x11845,x11843)+~P5(f3(x11843),x11841,x11843)+P6(f8(x11841,x11842,x11843),f8(x11844,x11845,x11843),x11843) % 87.51/87.61 [1185]~P63(x11853)+~P6(x11852,x11855,x11853)+~P6(x11851,x11854,x11853)+~P6(f3(x11853),x11854,x11853)+~P5(f3(x11853),x11852,x11853)+P6(f14(x11851,x11852,x11853),f14(x11854,x11855,x11853),x11853) % 87.51/87.61 [1186]~P63(x11863)+~P6(x11862,x11865,x11863)+~P6(x11861,x11864,x11863)+~P5(f3(x11863),x11862,x11863)+~P5(f3(x11863),x11861,x11863)+P6(f14(x11861,x11862,x11863),f14(x11864,x11865,x11863),x11863) % 87.51/87.61 [1187]~P63(x11873)+~P6(x11872,x11875,x11873)+~P5(x11871,x11874,x11873)+~P6(f3(x11873),x11871,x11873)+~P5(f3(x11873),x11872,x11873)+P6(f14(x11871,x11872,x11873),f14(x11874,x11875,x11873),x11873) % 87.51/87.61 [1188]~P63(x11883)+~P6(x11881,x11884,x11883)+~P5(x11882,x11885,x11883)+~P6(f3(x11883),x11882,x11883)+~P5(f3(x11883),x11881,x11883)+P6(f14(x11881,x11882,x11883),f14(x11884,x11885,x11883),x11883) % 87.51/87.61 [1189]~P31(x11893)+~P5(x11895,x11892,x11893)+~P5(x11891,x11894,x11893)+~P6(f3(x11893),x11895,x11893)+~P5(f3(x11893),x11891,x11893)+P5(f8(x11891,x11892,x11893),f8(x11894,x11895,x11893),x11893) % 87.51/87.61 [1190]~P67(x11903)+~P5(x11902,x11905,x11903)+~P5(x11901,x11904,x11903)+~P5(f3(x11903),x11904,x11903)+~P5(f3(x11903),x11902,x11903)+P5(f14(x11901,x11902,x11903),f14(x11904,x11905,x11903),x11903) % 87.51/87.61 [1191]~P67(x11913)+~P5(x11912,x11915,x11913)+~P5(x11911,x11914,x11913)+~P5(f3(x11913),x11912,x11913)+~P5(f3(x11913),x11911,x11913)+P5(f14(x11911,x11912,x11913),f14(x11914,x11915,x11913),x11913) % 87.51/87.61 %EqnAxiom % 87.51/87.61 [1]E(x11,x11) % 87.51/87.61 [2]E(x22,x21)+~E(x21,x22) % 87.51/87.61 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33) % 87.51/87.61 [4]~E(x41,x42)+E(f3(x41),f3(x42)) % 87.51/87.61 [5]~E(x51,x52)+E(f15(x51),f15(x52)) % 87.51/87.61 [6]~E(x61,x62)+E(f9(x61,x63,x64),f9(x62,x63,x64)) % 87.51/87.61 [7]~E(x71,x72)+E(f9(x73,x71,x74),f9(x73,x72,x74)) % 87.51/87.61 [8]~E(x81,x82)+E(f9(x83,x84,x81),f9(x83,x84,x82)) % 87.51/87.61 [9]~E(x91,x92)+E(f4(x91),f4(x92)) % 87.51/87.61 [10]~E(x101,x102)+E(f8(x101,x103,x104),f8(x102,x103,x104)) % 87.51/87.61 [11]~E(x111,x112)+E(f8(x113,x111,x114),f8(x113,x112,x114)) % 87.51/87.61 [12]~E(x121,x122)+E(f8(x123,x124,x121),f8(x123,x124,x122)) % 87.51/87.61 [13]~E(x131,x132)+E(f12(x131,x133,x134),f12(x132,x133,x134)) % 87.51/87.61 [14]~E(x141,x142)+E(f12(x143,x141,x144),f12(x143,x142,x144)) % 87.51/87.61 [15]~E(x151,x152)+E(f12(x153,x154,x151),f12(x153,x154,x152)) % 87.51/87.61 [16]~E(x161,x162)+E(f14(x161,x163,x164),f14(x162,x163,x164)) % 87.51/87.61 [17]~E(x171,x172)+E(f14(x173,x171,x174),f14(x173,x172,x174)) % 87.51/87.61 [18]~E(x181,x182)+E(f14(x183,x184,x181),f14(x183,x184,x182)) % 87.51/87.61 [19]~E(x191,x192)+E(f16(x191),f16(x192)) % 87.51/87.61 [20]~E(x201,x202)+E(f10(x201,x203),f10(x202,x203)) % 87.51/87.61 [21]~E(x211,x212)+E(f10(x213,x211),f10(x213,x212)) % 87.51/87.61 [22]~E(x221,x222)+E(f11(x221,x223),f11(x222,x223)) % 87.51/87.61 [23]~E(x231,x232)+E(f11(x233,x231),f11(x233,x232)) % 87.51/87.61 [24]~E(x241,x242)+E(f25(x241),f25(x242)) % 87.51/87.61 [25]~E(x251,x252)+E(f20(x251,x253,x254),f20(x252,x253,x254)) % 87.51/87.61 [26]~E(x261,x262)+E(f20(x263,x261,x264),f20(x263,x262,x264)) % 87.51/87.61 [27]~E(x271,x272)+E(f20(x273,x274,x271),f20(x273,x274,x272)) % 87.51/87.61 [28]~E(x281,x282)+E(f6(x281,x283),f6(x282,x283)) % 87.51/87.61 [29]~E(x291,x292)+E(f6(x293,x291),f6(x293,x292)) % 87.51/87.61 [30]~E(x301,x302)+E(f17(x301),f17(x302)) % 87.51/87.61 [31]~E(x311,x312)+E(f24(x311,x313,x314),f24(x312,x313,x314)) % 87.51/87.61 [32]~E(x321,x322)+E(f24(x323,x321,x324),f24(x323,x322,x324)) % 87.51/87.61 [33]~E(x331,x332)+E(f24(x333,x334,x331),f24(x333,x334,x332)) % 87.51/87.61 [34]~E(x341,x342)+E(f5(x341),f5(x342)) % 87.51/87.61 [35]~E(x351,x352)+E(f7(x351,x353,x354),f7(x352,x353,x354)) % 87.51/87.61 [36]~E(x361,x362)+E(f7(x363,x361,x364),f7(x363,x362,x364)) % 87.51/87.61 [37]~E(x371,x372)+E(f7(x373,x374,x371),f7(x373,x374,x372)) % 87.51/87.61 [38]~E(x381,x382)+E(f23(x381,x383),f23(x382,x383)) % 87.51/87.61 [39]~E(x391,x392)+E(f23(x393,x391),f23(x393,x392)) % 87.51/87.61 [40]~E(x401,x402)+E(f18(x401,x403),f18(x402,x403)) % 87.51/87.61 [41]~E(x411,x412)+E(f18(x413,x411),f18(x413,x412)) % 87.51/87.61 [42]~E(x421,x422)+E(f26(x421),f26(x422)) % 87.51/87.61 [43]~E(x431,x432)+E(f13(x431,x433),f13(x432,x433)) % 87.51/87.61 [44]~E(x441,x442)+E(f13(x443,x441),f13(x443,x442)) % 87.51/87.61 [45]~E(x451,x452)+E(f19(x451,x453),f19(x452,x453)) % 87.51/87.61 [46]~E(x461,x462)+E(f19(x463,x461),f19(x463,x462)) % 87.51/87.61 [47]~E(x471,x472)+E(f38(x471,x473),f38(x472,x473)) % 87.51/87.61 [48]~E(x481,x482)+E(f38(x483,x481),f38(x483,x482)) % 87.51/87.61 [49]~E(x491,x492)+E(f21(x491,x493,x494),f21(x492,x493,x494)) % 87.51/87.61 [50]~E(x501,x502)+E(f21(x503,x501,x504),f21(x503,x502,x504)) % 87.51/87.61 [51]~E(x511,x512)+E(f21(x513,x514,x511),f21(x513,x514,x512)) % 87.51/87.61 [52]~E(x521,x522)+E(f39(x521,x523,x524),f39(x522,x523,x524)) % 87.51/87.61 [53]~E(x531,x532)+E(f39(x533,x531,x534),f39(x533,x532,x534)) % 87.51/87.61 [54]~E(x541,x542)+E(f39(x543,x544,x541),f39(x543,x544,x542)) % 87.51/87.61 [55]~E(x551,x552)+E(f22(x551),f22(x552)) % 87.51/87.61 [56]~E(x561,x562)+E(f31(x561,x563),f31(x562,x563)) % 87.51/87.61 [57]~E(x571,x572)+E(f31(x573,x571),f31(x573,x572)) % 87.51/87.61 [58]~E(x581,x582)+E(f37(x581,x583,x584),f37(x582,x583,x584)) % 87.51/87.61 [59]~E(x591,x592)+E(f37(x593,x591,x594),f37(x593,x592,x594)) % 87.51/87.61 [60]~E(x601,x602)+E(f37(x603,x604,x601),f37(x603,x604,x602)) % 87.51/87.61 [61]~E(x611,x612)+E(f40(x611,x613,x614),f40(x612,x613,x614)) % 87.51/87.61 [62]~E(x621,x622)+E(f40(x623,x621,x624),f40(x623,x622,x624)) % 87.51/87.61 [63]~E(x631,x632)+E(f40(x633,x634,x631),f40(x633,x634,x632)) % 87.51/87.61 [64]~E(x641,x642)+E(f41(x641,x643),f41(x642,x643)) % 87.51/87.61 [65]~E(x651,x652)+E(f41(x653,x651),f41(x653,x652)) % 87.51/87.61 [66]~E(x661,x662)+E(f29(x661),f29(x662)) % 87.51/87.61 [67]~E(x671,x672)+E(f36(x671,x673,x674,x675),f36(x672,x673,x674,x675)) % 87.51/87.61 [68]~E(x681,x682)+E(f36(x683,x681,x684,x685),f36(x683,x682,x684,x685)) % 87.51/87.61 [69]~E(x691,x692)+E(f36(x693,x694,x691,x695),f36(x693,x694,x692,x695)) % 87.51/87.61 [70]~E(x701,x702)+E(f36(x703,x704,x705,x701),f36(x703,x704,x705,x702)) % 87.51/87.61 [71]~E(x711,x712)+E(f33(x711,x713),f33(x712,x713)) % 87.51/87.61 [72]~E(x721,x722)+E(f33(x723,x721),f33(x723,x722)) % 87.51/87.61 [73]~E(x731,x732)+E(f34(x731,x733),f34(x732,x733)) % 87.51/87.61 [74]~E(x741,x742)+E(f34(x743,x741),f34(x743,x742)) % 87.51/87.61 [75]~P1(x751)+P1(x752)+~E(x751,x752) % 87.51/87.61 [76]~P39(x761)+P39(x762)+~E(x761,x762) % 87.51/87.61 [77]~P2(x771)+P2(x772)+~E(x771,x772) % 87.51/87.61 [78]P6(x782,x783,x784)+~E(x781,x782)+~P6(x781,x783,x784) % 87.51/87.61 [79]P6(x793,x792,x794)+~E(x791,x792)+~P6(x793,x791,x794) % 87.51/87.61 [80]P6(x803,x804,x802)+~E(x801,x802)+~P6(x803,x804,x801) % 87.51/87.61 [81]~P31(x811)+P31(x812)+~E(x811,x812) % 87.51/87.61 [82]~P32(x821)+P32(x822)+~E(x821,x822) % 87.51/87.61 [83]P5(x832,x833,x834)+~E(x831,x832)+~P5(x831,x833,x834) % 87.51/87.61 [84]P5(x843,x842,x844)+~E(x841,x842)+~P5(x843,x841,x844) % 87.51/87.61 [85]P5(x853,x854,x852)+~E(x851,x852)+~P5(x853,x854,x851) % 87.51/87.61 [86]~P59(x861)+P59(x862)+~E(x861,x862) % 87.51/87.61 [87]~P60(x871)+P60(x872)+~E(x871,x872) % 87.51/87.61 [88]~P62(x881)+P62(x882)+~E(x881,x882) % 87.51/87.61 [89]~P63(x891)+P63(x892)+~E(x891,x892) % 87.51/87.61 [90]~P49(x901)+P49(x902)+~E(x901,x902) % 87.51/87.61 [91]~P40(x911)+P40(x912)+~E(x911,x912) % 87.51/87.61 [92]~P3(x921)+P3(x922)+~E(x921,x922) % 87.51/87.61 [93]~P46(x931)+P46(x932)+~E(x931,x932) % 87.51/87.61 [94]~P50(x941)+P50(x942)+~E(x941,x942) % 87.51/87.61 [95]P7(x952,x953,x954)+~E(x951,x952)+~P7(x951,x953,x954) % 87.51/87.61 [96]P7(x963,x962,x964)+~E(x961,x962)+~P7(x963,x961,x964) % 87.51/87.61 [97]P7(x973,x974,x972)+~E(x971,x972)+~P7(x973,x974,x971) % 87.51/87.61 [98]~P12(x981)+P12(x982)+~E(x981,x982) % 87.51/87.61 [99]~P33(x991)+P33(x992)+~E(x991,x992) % 87.51/87.61 [100]~P61(x1001)+P61(x1002)+~E(x1001,x1002) % 87.51/87.61 [101]~P4(x1011)+P4(x1012)+~E(x1011,x1012) % 87.51/87.61 [102]~P9(x1021)+P9(x1022)+~E(x1021,x1022) % 87.51/87.61 [103]~P51(x1031)+P51(x1032)+~E(x1031,x1032) % 87.51/87.61 [104]~P66(x1041)+P66(x1042)+~E(x1041,x1042) % 87.51/87.61 [105]~P34(x1051)+P34(x1052)+~E(x1051,x1052) % 87.51/87.61 [106]~P45(x1061)+P45(x1062)+~E(x1061,x1062) % 87.51/87.61 [107]~P29(x1071)+P29(x1072)+~E(x1071,x1072) % 87.51/87.61 [108]~P65(x1081)+P65(x1082)+~E(x1081,x1082) % 87.51/87.61 [109]~P37(x1091)+P37(x1092)+~E(x1091,x1092) % 87.51/87.61 [110]~P52(x1101)+P52(x1102)+~E(x1101,x1102) % 87.51/87.61 [111]~P27(x1111)+P27(x1112)+~E(x1111,x1112) % 87.51/87.61 [112]~P16(x1121)+P16(x1122)+~E(x1121,x1122) % 87.51/87.61 [113]~P53(x1131)+P53(x1132)+~E(x1131,x1132) % 87.51/87.61 [114]~P25(x1141)+P25(x1142)+~E(x1141,x1142) % 87.51/87.61 [115]~P55(x1151)+P55(x1152)+~E(x1151,x1152) % 87.51/87.61 [116]~P10(x1161)+P10(x1162)+~E(x1161,x1162) % 87.51/87.61 [117]~P38(x1171)+P38(x1172)+~E(x1171,x1172) % 87.51/87.61 [118]~P43(x1181)+P43(x1182)+~E(x1181,x1182) % 87.51/87.61 [119]~P26(x1191)+P26(x1192)+~E(x1191,x1192) % 87.51/87.61 [120]~P23(x1201)+P23(x1202)+~E(x1201,x1202) % 87.51/87.61 [121]~P64(x1211)+P64(x1212)+~E(x1211,x1212) % 87.51/87.61 [122]~P48(x1221)+P48(x1222)+~E(x1221,x1222) % 87.51/87.61 [123]~P36(x1231)+P36(x1232)+~E(x1231,x1232) % 87.51/87.61 [124]~P30(x1241)+P30(x1242)+~E(x1241,x1242) % 87.51/87.61 [125]~P28(x1251)+P28(x1252)+~E(x1251,x1252) % 87.51/87.61 [126]~P44(x1261)+P44(x1262)+~E(x1261,x1262) % 87.51/87.61 [127]~P70(x1271)+P70(x1272)+~E(x1271,x1272) % 87.51/87.61 [128]~P24(x1281)+P24(x1282)+~E(x1281,x1282) % 87.51/87.61 [129]~P20(x1291)+P20(x1292)+~E(x1291,x1292) % 87.51/87.61 [130]~P18(x1301)+P18(x1302)+~E(x1301,x1302) % 87.51/87.61 [131]~P42(x1311)+P42(x1312)+~E(x1311,x1312) % 87.51/87.61 [132]~P67(x1321)+P67(x1322)+~E(x1321,x1322) % 87.51/87.61 [133]~P47(x1331)+P47(x1332)+~E(x1331,x1332) % 87.51/87.61 [134]~P11(x1341)+P11(x1342)+~E(x1341,x1342) % 87.51/87.61 [135]~P57(x1351)+P57(x1352)+~E(x1351,x1352) % 87.51/87.61 [136]~P69(x1361)+P69(x1362)+~E(x1361,x1362) % 87.51/87.61 [137]~P41(x1371)+P41(x1372)+~E(x1371,x1372) % 87.51/87.61 [138]~P8(x1381)+P8(x1382)+~E(x1381,x1382) % 87.51/87.61 [139]~P14(x1391)+P14(x1392)+~E(x1391,x1392) % 87.51/87.61 [140]~P21(x1401)+P21(x1402)+~E(x1401,x1402) % 87.51/87.61 [141]~P58(x1411)+P58(x1412)+~E(x1411,x1412) % 87.51/87.61 [142]~P68(x1421)+P68(x1422)+~E(x1421,x1422) % 87.51/87.61 [143]~P71(x1431)+P71(x1432)+~E(x1431,x1432) % 87.51/87.61 [144]~P22(x1441)+P22(x1442)+~E(x1441,x1442) % 87.51/87.61 [145]~P56(x1451)+P56(x1452)+~E(x1451,x1452) % 87.51/87.61 [146]~P35(x1461)+P35(x1462)+~E(x1461,x1462) % 87.51/87.61 [147]~P72(x1471)+P72(x1472)+~E(x1471,x1472) % 87.51/87.61 [148]~P17(x1481)+P17(x1482)+~E(x1481,x1482) % 87.51/87.61 [149]~P15(x1491)+P15(x1492)+~E(x1491,x1492) % 87.51/87.61 [150]~P19(x1501)+P19(x1502)+~E(x1501,x1502) % 87.51/87.61 [151]~P13(x1511)+P13(x1512)+~E(x1511,x1512) % 87.51/87.61 [152]~P54(x1521)+P54(x1522)+~E(x1521,x1522) % 87.51/87.61 % 87.51/87.61 %------------------------------------------- % 87.97/87.82 cnf(1258,plain, % 87.97/87.82 (~P61(x12581)+P7(x12582,x12582,x12581)), % 87.97/87.82 inference(equality_inference,[],[544])). % 87.97/87.82 cnf(1278,plain, % 87.97/87.82 (~P71(x12781)+E(x12784,f12(f14(f9(x12782,x12782,x12781),x12783,x12781),x12784,x12781))), % 87.97/87.82 inference(equality_inference,[],[1223])). % 87.97/87.82 cnf(1279,plain, % 87.97/87.82 (~P71(x12791)+E(f12(f14(f9(x12792,x12792,x12791),x12793,x12791),x12794,x12791),x12794)), % 87.97/87.82 inference(equality_inference,[],[1224])). % 87.97/87.82 cnf(1280,plain, % 87.97/87.82 (E(x12801,f5(f5(x12801)))), % 87.97/87.82 inference(scs_inference,[],[293,2])). % 87.97/87.82 cnf(1283,plain, % 87.97/87.82 (~E(f15(f22(f4(a1))),f4(a1))), % 87.97/87.82 inference(scs_inference,[],[328,327,293,2,334,335])). % 87.97/87.82 cnf(1284,plain, % 87.97/87.82 (~E(f22(x12841),x12841)), % 87.97/87.82 inference(rename_variables,[],[327])). % 87.97/87.82 cnf(1286,plain, % 87.97/87.82 (~E(f15(f31(x12861,x12862)),f3(a1))), % 87.97/87.82 inference(scs_inference,[],[328,327,307,293,2,334,335,535])). % 87.97/87.82 cnf(1289,plain, % 87.97/87.82 (~P6(x12891,x12891,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1291,plain, % 87.97/87.82 (~P6(x12911,x12911,a27)), % 87.97/87.82 inference(scs_inference,[],[328,327,330,307,154,293,2,334,335,535,474,523])). % 87.97/87.82 cnf(1293,plain, % 87.97/87.82 (~P6(f15(f3(a1)),f3(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[328,327,330,1289,307,154,293,2,334,335,535,474,523,634])). % 87.97/87.82 cnf(1294,plain, % 87.97/87.82 (~P6(x12941,x12941,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1296,plain, % 87.97/87.82 (~P6(f15(f4(a1)),f4(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[328,327,330,1289,1294,307,154,293,2,334,335,535,474,523,634,635])). % 87.97/87.82 cnf(1297,plain, % 87.97/87.82 (~P6(x12971,x12971,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1299,plain, % 87.97/87.82 (~P6(f3(a1),f15(f3(a1)),a1)), % 87.97/87.82 inference(scs_inference,[],[328,327,330,1289,1294,1297,307,154,293,2,334,335,535,474,523,634,635,638])). % 87.97/87.82 cnf(1300,plain, % 87.97/87.82 (~P6(x13001,x13001,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1303,plain, % 87.97/87.82 (~P6(x13031,x13031,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1305,plain, % 87.97/87.82 (P5(x13051,f6(x13051,a1),a1)), % 87.97/87.82 inference(scs_inference,[],[328,327,300,330,1289,1294,1297,1300,307,154,293,2,334,335,535,474,523,634,635,638,639,658])). % 87.97/87.82 cnf(1306,plain, % 87.97/87.82 (P5(x13061,x13061,a1)), % 87.97/87.82 inference(rename_variables,[],[300])). % 87.97/87.82 cnf(1309,plain, % 87.97/87.82 (~P6(f12(f6(x13091,a1),f4(a1),a1),x13091,a1)), % 87.97/87.82 inference(rename_variables,[],[333])). % 87.97/87.82 cnf(1311,plain, % 87.97/87.82 (P6(f11(f4(a1),a1),f6(x13111,a1),a1)), % 87.97/87.82 inference(scs_inference,[],[328,327,300,330,1289,1294,1297,1300,307,154,293,333,318,2,334,335,535,474,523,634,635,638,639,658,831,872])). % 87.97/87.82 cnf(1313,plain, % 87.97/87.82 (~E(f12(f18(f20(a30,a35,a2),a2),a32,a1),f3(a1))), % 87.97/87.82 inference(scs_inference,[],[332,328,327,300,330,1289,1294,1297,1300,307,154,216,293,333,318,2,334,335,535,474,523,634,635,638,639,658,831,872,561])). % 87.97/87.82 cnf(1316,plain, % 87.97/87.82 (E(f5(f5(x13161)),x13161)), % 87.97/87.82 inference(rename_variables,[],[293])). % 87.97/87.82 cnf(1317,plain, % 87.97/87.82 (~E(f11(f4(a1),a1),f4(a1))), % 87.97/87.82 inference(scs_inference,[],[332,328,327,300,330,1289,1294,1297,1300,307,154,216,252,293,333,318,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411])). % 87.97/87.82 cnf(1325,plain, % 87.97/87.82 (~E(f6(f4(a1),a1),f3(a1))), % 87.97/87.82 inference(scs_inference,[],[332,328,327,300,330,1289,1294,1297,1300,307,154,175,177,198,216,252,293,333,318,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418])). % 87.97/87.82 cnf(1327,plain, % 87.97/87.82 (~E(f13(f4(a1),a1),f3(a1))), % 87.97/87.82 inference(scs_inference,[],[332,328,327,300,330,1289,1294,1297,1300,307,154,175,177,191,198,216,252,293,333,318,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419])). % 87.97/87.82 cnf(1330,plain, % 87.97/87.82 (~E(f22(x13301),x13301)), % 87.97/87.82 inference(rename_variables,[],[327])). % 87.97/87.82 cnf(1332,plain, % 87.97/87.82 (~E(f12(f4(a1),f4(a1),a1),f3(a1))), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,300,330,1289,1294,1297,1300,307,154,175,177,191,198,199,200,216,252,293,333,318,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542])). % 87.97/87.82 cnf(1334,plain, % 87.97/87.82 (P7(f12(x13341,f11(x13342,a1),a1),f12(x13342,f11(x13341,a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,300,330,1289,1294,1297,1300,307,154,175,177,191,198,199,200,216,252,293,333,318,320,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544])). % 87.97/87.82 cnf(1336,plain, % 87.97/87.82 (~E(f12(f4(a1),f3(a1),a1),f3(a1))), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,300,330,1289,1294,1297,1300,307,154,175,177,191,198,199,200,216,252,293,333,318,320,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562])). % 87.97/87.82 cnf(1340,plain, % 87.97/87.82 (P6(f34(a30,a28),f38(a30,a28),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,300,330,1289,1294,1297,1300,307,154,175,177,191,198,199,200,216,252,293,333,318,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990])). % 87.97/87.82 cnf(1343,plain, % 87.97/87.82 (~E(f22(x13431),x13431)), % 87.97/87.82 inference(rename_variables,[],[327])). % 87.97/87.82 cnf(1346,plain, % 87.97/87.82 (~P6(x13461,x13461,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1347,plain, % 87.97/87.82 (~E(f31(x13471,x13472),f3(a1))), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,330,1289,1294,1297,1300,1303,1346,307,154,175,177,191,198,199,200,216,252,253,293,333,318,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79])). % 87.97/87.82 cnf(1348,plain, % 87.97/87.82 (~P6(x13481,x13481,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1349,plain, % 87.97/87.82 (P5(x13491,f5(f5(x13491)),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,330,1289,1294,1297,1300,1303,1346,307,154,175,177,191,198,199,200,216,252,253,293,1316,333,318,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83])). % 87.97/87.82 cnf(1350,plain, % 87.97/87.82 (P5(x13501,x13501,a1)), % 87.97/87.82 inference(rename_variables,[],[300])). % 87.97/87.82 cnf(1351,plain, % 87.97/87.82 (P5(f5(f5(x13511)),x13511,a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,154,175,177,191,198,199,200,216,252,253,293,1316,333,318,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84])). % 87.97/87.82 cnf(1352,plain, % 87.97/87.82 (P5(x13521,x13521,a1)), % 87.97/87.82 inference(rename_variables,[],[300])). % 87.97/87.82 cnf(1353,plain, % 87.97/87.82 (P7(f3(a1),f12(x13531,f11(x13531,a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,154,175,177,191,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95])). % 87.97/87.82 cnf(1354,plain, % 87.97/87.82 (P7(f12(x13541,f11(x13541,a1),a1),f3(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,154,175,177,191,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96])). % 87.97/87.82 cnf(1355,plain, % 87.97/87.82 (E(f8(f4(a1),f4(a1),a1),f4(a1))), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,154,164,175,177,191,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476])). % 87.97/87.82 cnf(1357,plain, % 87.97/87.82 (P6(f3(a1),f6(f4(a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,154,164,175,177,191,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534])). % 87.97/87.82 cnf(1359,plain, % 87.97/87.82 (~P7(f3(a1),f4(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,154,164,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549])). % 87.97/87.82 cnf(1361,plain, % 87.97/87.82 (P5(x13611,x13611,a27)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,154,156,164,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571])). % 87.97/87.82 cnf(1363,plain, % 87.97/87.82 (~P5(f6(f4(a1),a1),f3(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,154,156,164,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607])). % 87.97/87.82 cnf(1365,plain, % 87.97/87.82 (~P6(f31(x13651,x13652),f3(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,153,154,156,164,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668])). % 87.97/87.82 cnf(1367,plain, % 87.97/87.82 (~P5(f31(x13671,x13672),f3(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,153,154,155,156,164,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671])). % 87.97/87.82 cnf(1369,plain, % 87.97/87.82 (P5(f12(f12(x13691,x13692,a1),f12(f11(x13693,a1),f11(x13694,a1),a1),a1),f12(f6(f12(x13691,f11(x13693,a1),a1),a1),f6(f12(x13692,f11(x13694,a1),a1),a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,307,153,154,155,156,164,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702])). % 87.97/87.82 cnf(1371,plain, % 87.97/87.82 (~P6(f3(a1),f11(f3(a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,307,153,154,155,156,164,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716])). % 87.97/87.82 cnf(1372,plain, % 87.97/87.82 (~P6(x13721,x13721,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1380,plain, % 87.97/87.82 (~P5(f3(a1),f11(f6(f4(a1),a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738])). % 87.97/87.82 cnf(1382,plain, % 87.97/87.82 (~P6(f13(f3(a1),a1),f3(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,1372,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739])). % 87.97/87.82 cnf(1383,plain, % 87.97/87.82 (~P6(x13831,x13831,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1385,plain, % 87.97/87.82 (~P6(f3(a1),f13(f3(a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740])). % 87.97/87.82 cnf(1386,plain, % 87.97/87.82 (~P6(x13861,x13861,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1388,plain, % 87.97/87.82 (~P6(f11(f3(a1),a1),f3(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741])). % 87.97/87.82 cnf(1389,plain, % 87.97/87.82 (~P6(x13891,x13891,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1391,plain, % 87.97/87.82 (~P5(f11(f11(f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742])). % 87.97/87.82 cnf(1393,plain, % 87.97/87.82 (~P6(x13931,f11(f11(x13931,a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768])). % 87.97/87.82 cnf(1394,plain, % 87.97/87.82 (~P6(x13941,x13941,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1398,plain, % 87.97/87.82 (~P6(f11(f11(x13981,a1),a1),x13981,a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772])). % 87.97/87.82 cnf(1399,plain, % 87.97/87.82 (~P6(x13991,x13991,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1401,plain, % 87.97/87.82 (~P6(f6(x14011,a1),f11(x14011,a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773])). % 87.97/87.82 cnf(1402,plain, % 87.97/87.82 (~P6(x14021,x14021,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1404,plain, % 87.97/87.82 (~P5(f11(f3(a1),a1),f11(f6(f4(a1),a1),a1),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775])). % 87.97/87.82 cnf(1408,plain, % 87.97/87.82 (P5(f6(f11(f18(x14081,a2),a1),a1),f18(x14081,a2),a1)), % 87.97/87.82 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,315,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833])). % 87.97/87.82 cnf(1409,plain, % 87.97/87.82 (P5(x14091,x14091,a1)), % 87.97/87.82 inference(rename_variables,[],[300])). % 87.97/87.82 cnf(1412,plain, % 87.97/87.82 (~P6(x14121,x14121,a1)), % 87.97/87.82 inference(rename_variables,[],[330])). % 87.97/87.82 cnf(1414,plain, % 87.97/87.82 (~P6(f12(f19(x14141,a27),f19(x14141,a27),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,315,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902])). % 87.97/87.83 cnf(1416,plain, % 87.97/87.83 (~P5(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,315,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903])). % 87.97/87.83 cnf(1418,plain, % 87.97/87.83 (~P6(f3(a1),f12(f3(a1),f3(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,315,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904])). % 87.97/87.83 cnf(1419,plain, % 87.97/87.83 (~P6(x14191,x14191,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1421,plain, % 87.97/87.83 (~P5(f3(a1),f12(f11(f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,315,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905])). % 87.97/87.83 cnf(1423,plain, % 87.97/87.83 (~P5(f12(f31(x14231,x14232),f31(x14231,x14232),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,307,331,153,154,155,156,164,174,175,177,191,195,198,199,200,216,252,253,293,1316,333,315,318,304,314,320,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923])). % 87.97/87.83 cnf(1426,plain, % 87.97/87.83 (~P6(f12(f6(x14261,a1),f4(a1),a1),x14261,a1)), % 87.97/87.83 inference(rename_variables,[],[333])). % 87.97/87.83 cnf(1429,plain, % 87.97/87.83 (P6(f18(f20(a30,f29(x14291),a2),a2),f12(f11(a32,a1),f8(f4(a1),f19(f22(x14291),a27),a1),a1),a1)), % 87.97/87.83 inference(rename_variables,[],[322])). % 87.97/87.83 cnf(1431,plain, % 87.97/87.83 (~P6(f12(f14(x14311,x14312,a1),f12(f14(f9(x14313,x14311,a1),x14312,a1),x14314,a1),a1),f12(f14(x14313,x14312,a1),x14314,a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,307,331,153,154,155,156,160,164,174,175,177,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236])). % 87.97/87.83 cnf(1432,plain, % 87.97/87.83 (~P6(x14321,x14321,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1434,plain, % 87.97/87.83 (~P6(f12(f14(x14341,x14342,a1),x14343,a1),f12(f14(x14344,x14342,a1),f12(f14(f9(x14341,x14344,a1),x14342,a1),x14343,a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,160,164,174,175,177,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238])). % 87.97/87.83 cnf(1435,plain, % 87.97/87.83 (~P6(x14351,x14351,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1437,plain, % 87.97/87.83 (P5(f12(f14(x14371,x14372,a1),f12(f14(f9(x14373,x14371,a1),x14372,a1),x14374,a1),a1),f12(f14(x14373,x14372,a1),x14374,a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,1409,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,160,164,174,175,177,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241])). % 87.97/87.83 cnf(1438,plain, % 87.97/87.83 (P5(x14381,x14381,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1440,plain, % 87.97/87.83 (P5(f12(f14(x14401,x14402,a1),x14403,a1),f12(f14(x14404,x14402,a1),f12(f14(f9(x14401,x14404,a1),x14402,a1),x14403,a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,160,164,174,175,177,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243])). % 87.97/87.83 cnf(1441,plain, % 87.97/87.83 (P5(x14411,x14411,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1443,plain, % 87.97/87.83 (E(f25(f17(f4(a1))),f16(f17(f4(a1))))), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,160,164,174,175,177,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546])). % 87.97/87.83 cnf(1447,plain, % 87.97/87.83 (E(f12(f14(x14471,x14472,a1),f12(f14(f9(x14473,x14471,a1),x14472,a1),x14474,a1),a1),f12(f14(x14473,x14472,a1),x14474,a1))), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,160,164,174,175,177,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684])). % 87.97/87.83 cnf(1453,plain, % 87.97/87.83 (E(f12(f14(f9(x14531,x14531,a1),x14532,a1),x14533,a1),x14533)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698])). % 87.97/87.83 cnf(1455,plain, % 87.97/87.83 (~E(f10(f22(f4(a1)),a1),f4(a1))), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429])). % 87.97/87.83 cnf(1456,plain, % 87.97/87.83 (~E(f22(x14561),x14561)), % 87.97/87.83 inference(rename_variables,[],[327])). % 87.97/87.83 cnf(1458,plain, % 87.97/87.83 (~E(f12(x14581,f4(a1),a1),x14581)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547])). % 87.97/87.83 cnf(1462,plain, % 87.97/87.83 (~E(f14(f4(a1),f4(a1),a1),f3(a1))), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,307,331,153,154,155,156,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552])). % 87.97/87.83 cnf(1467,plain, % 87.97/87.83 (~P6(a32,f34(a30,a28),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,307,331,153,154,155,156,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,235,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065])). % 87.97/87.83 cnf(1468,plain, % 87.97/87.83 (~P6(x14681,x14681,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1470,plain, % 87.97/87.83 (~P6(f10(f31(x14701,x14702),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,307,331,153,154,155,156,157,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,235,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756])). % 87.97/87.83 cnf(1473,plain, % 87.97/87.83 (~P6(x14731,x14731,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1475,plain, % 87.97/87.83 (~P6(f10(f3(a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,307,331,153,154,155,156,157,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,235,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760])). % 87.97/87.83 cnf(1476,plain, % 87.97/87.83 (~P6(x14761,x14761,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1478,plain, % 87.97/87.83 (~P5(f10(f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,307,331,153,154,155,156,157,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,235,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761])). % 87.97/87.83 cnf(1480,plain, % 87.97/87.83 (~P6(f3(a1),f10(f3(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,307,331,153,154,155,156,157,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,235,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762])). % 87.97/87.83 cnf(1481,plain, % 87.97/87.83 (~P6(x14811,x14811,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1484,plain, % 87.97/87.83 (~P6(x14841,x14841,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1487,plain, % 87.97/87.83 (~P6(x14871,x14871,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1489,plain, % 87.97/87.83 (~P5(f3(a1),f10(f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,307,331,153,154,155,156,157,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,235,252,253,293,1316,333,1309,315,318,304,308,314,309,320,322,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765])). % 87.97/87.83 cnf(1492,plain, % 87.97/87.83 (~P6(x14921,x14921,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1495,plain, % 87.97/87.83 (~P6(x14951,x14951,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1497,plain, % 87.97/87.83 (~P6(f4(a1),f6(f4(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,307,331,153,154,155,156,157,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,235,252,253,262,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851])). % 87.97/87.83 cnf(1498,plain, % 87.97/87.83 (~P6(x14981,x14981,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1500,plain, % 87.97/87.83 (P5(f6(f18(x15001,a2),a1),f18(x15001,a2),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,307,331,153,154,155,156,157,158,160,164,166,174,175,177,181,183,191,195,198,199,200,202,216,233,235,252,253,262,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853])). % 87.97/87.83 cnf(1501,plain, % 87.97/87.83 (P5(x15011,x15011,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1503,plain, % 87.97/87.83 (~P6(f12(f31(x15031,x15032),x15033,a1),x15033,a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,307,331,153,154,155,156,157,158,160,164,166,174,175,177,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922])). % 87.97/87.83 cnf(1504,plain, % 87.97/87.83 (~P6(x15041,x15041,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1506,plain, % 87.97/87.83 (~P5(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992])). % 87.97/87.83 cnf(1508,plain, % 87.97/87.83 (~P5(f3(a1),f14(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993])). % 87.97/87.83 cnf(1510,plain, % 87.97/87.83 (~P5(f3(a1),f14(f6(f4(a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994])). % 87.97/87.83 cnf(1512,plain, % 87.97/87.83 (~P5(f14(f11(f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999])). % 87.97/87.83 cnf(1514,plain, % 87.97/87.83 (~P6(f3(a1),f14(f31(x15141,x15142),f3(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028])). % 87.97/87.83 cnf(1515,plain, % 87.97/87.83 (~P6(x15151,x15151,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1518,plain, % 87.97/87.83 (~P6(x15181,x15181,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1520,plain, % 87.97/87.83 (~P6(f12(f14(f9(x15201,x15201,a1),x15202,a1),x15203,a1),x15203,a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061])). % 87.97/87.83 cnf(1521,plain, % 87.97/87.83 (P5(x15211,x15211,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1523,plain, % 87.97/87.83 (~P7(f14(f4(a1),f3(a1),a1),f14(f4(a1),f4(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099])). % 87.97/87.83 cnf(1525,plain, % 87.97/87.83 (~P7(f14(f3(a1),f4(a1),a1),f14(f4(a1),f4(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100])). % 87.97/87.83 cnf(1527,plain, % 87.97/87.83 (~P6(f14(f8(x15271,f31(x15272,x15273),a1),f31(x15272,x15273),a1),x15271,a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109])). % 87.97/87.83 cnf(1528,plain, % 87.97/87.83 (~P6(x15281,x15281,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1530,plain, % 87.97/87.83 (~P6(x15301,f14(f8(x15301,f31(x15302,x15303),a1),f31(x15302,x15303),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111])). % 87.97/87.83 cnf(1531,plain, % 87.97/87.83 (~P6(x15311,x15311,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1535,plain, % 87.97/87.83 (~P6(f14(f19(x15351,a27),f19(x15351,a27),a1),f14(f19(x15351,a27),f3(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137])). % 87.97/87.83 cnf(1542,plain, % 87.97/87.83 (~P6(x15421,x15421,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1544,plain, % 87.97/87.83 (~P6(f14(f3(a1),x15441,a1),f14(f3(a1),x15442,a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144])). % 87.97/87.83 cnf(1545,plain, % 87.97/87.83 (~P6(x15451,x15451,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1547,plain, % 87.97/87.83 (~P6(f12(f3(a1),x15471,a1),x15471,a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929])). % 87.97/87.83 cnf(1548,plain, % 87.97/87.83 (~P6(x15481,x15481,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1549,plain, % 87.97/87.83 (P5(x15491,x15491,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1551,plain, % 87.97/87.83 (~P5(f12(f31(x15511,x15512),x15513,a1),x15513,a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930])). % 87.97/87.83 cnf(1552,plain, % 87.97/87.83 (~P6(x15521,x15521,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1554,plain, % 87.97/87.83 (~P5(f12(f31(x15541,x15542),f12(f3(a1),x15543,a1),a1),x15543,a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931])). % 87.97/87.83 cnf(1555,plain, % 87.97/87.83 (P5(x15551,x15551,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1557,plain, % 87.97/87.83 (~P5(f12(f31(x15571,x15572),f12(f3(a1),f12(x15573,f3(a1),a1),a1),a1),x15573,a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932])). % 87.97/87.83 cnf(1558,plain, % 87.97/87.83 (P5(x15581,x15581,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1561,plain, % 87.97/87.83 (~P6(x15611,x15611,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1563,plain, % 87.97/87.83 (~P5(f8(f6(f4(a1),a1),f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005])). % 87.97/87.83 cnf(1566,plain, % 87.97/87.83 (~P6(x15661,x15661,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1569,plain, % 87.97/87.83 (~P6(x15691,x15691,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1571,plain, % 87.97/87.83 (~P6(f3(a1),f8(x15711,f3(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008])). % 87.97/87.83 cnf(1572,plain, % 87.97/87.83 (~P6(x15721,x15721,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1575,plain, % 87.97/87.83 (~P6(x15751,x15751,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1577,plain, % 87.97/87.83 (~P5(f3(a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010])). % 87.97/87.83 cnf(1579,plain, % 87.97/87.83 (~P5(f3(a1),f8(f6(f4(a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011])). % 87.97/87.83 cnf(1581,plain, % 87.97/87.83 (~P6(f8(x15811,f3(a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014])). % 87.97/87.83 cnf(1582,plain, % 87.97/87.83 (~P6(x15821,x15821,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1584,plain, % 87.97/87.83 (~P6(f8(f3(a1),x15841,a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015])). % 87.97/87.83 cnf(1585,plain, % 87.97/87.83 (~P6(x15851,x15851,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1589,plain, % 87.97/87.83 (~P5(f8(f11(f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019])). % 87.97/87.83 cnf(1591,plain, % 87.97/87.83 (~P6(f8(f14(x15911,f31(x15912,x15913),a1),f31(x15912,x15913),a1),x15911,a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114])). % 87.97/87.83 cnf(1592,plain, % 87.97/87.83 (~P6(x15921,x15921,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1596,plain, % 87.97/87.83 (~P6(x15961,f8(f14(x15961,f31(x15962,x15963),a1),f31(x15962,x15963),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118])). % 87.97/87.83 cnf(1597,plain, % 87.97/87.83 (~P6(x15971,x15971,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1602,plain, % 87.97/87.83 (~P6(x16021,x16021,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1606,plain, % 87.97/87.83 (~P6(x16061,x16061,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1609,plain, % 87.97/87.83 (~P6(x16091,x16091,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1611,plain, % 87.97/87.83 (P5(f8(x16111,f3(a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003])). % 87.97/87.83 cnf(1612,plain, % 87.97/87.83 (~P6(x16121,x16121,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1613,plain, % 87.97/87.83 (P5(x16131,x16131,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1615,plain, % 87.97/87.83 (~P6(f3(a1),f8(x16151,f15(f3(a1)),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066])). % 87.97/87.83 cnf(1616,plain, % 87.97/87.83 (~P6(x16161,x16161,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1619,plain, % 87.97/87.83 (~P6(x16191,x16191,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1623,plain, % 87.97/87.83 (~P5(f8(x16231,f3(a1),a1),f11(f6(f4(a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069])). % 87.97/87.83 cnf(1624,plain, % 87.97/87.83 (~P6(x16241,x16241,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1626,plain, % 87.97/87.83 (P5(f3(a1),f8(f6(f14(f3(a1),f3(a1),a1),a1),f3(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161])). % 87.97/87.83 cnf(1627,plain, % 87.97/87.83 (~P6(x16271,x16271,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1628,plain, % 87.97/87.83 (P5(x16281,x16281,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1630,plain, % 87.97/87.83 (P5(f8(f5(f5(f14(f3(a1),f19(x16301,a27),a1))),f19(x16301,a27),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163])). % 87.97/87.83 cnf(1631,plain, % 87.97/87.83 (P5(x16311,x16311,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1633,plain, % 87.97/87.83 (P5(f8(x16331,f3(a1),a1),f8(f14(f8(x16331,f3(a1),a1),f3(a1),a1),f3(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,307,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168])). % 87.97/87.83 cnf(1634,plain, % 87.97/87.83 (~P6(x16341,x16341,a1)), % 87.97/87.83 inference(rename_variables,[],[330])). % 87.97/87.83 cnf(1635,plain, % 87.97/87.83 (P5(x16351,x16351,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1639,plain, % 87.97/87.83 (P5(x16391,x16391,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1641,plain, % 87.97/87.83 (P5(f14(f3(a1),f19(x16411,a27),a1),f14(f19(x16411,a27),f19(x16411,a27),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190])). % 87.97/87.83 cnf(1642,plain, % 87.97/87.83 (P5(x16421,x16421,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1644,plain, % 87.97/87.83 (E(f3(a1),f11(f14(f9(x16441,x16441,a1),x16442,a1),a1))), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536])). % 87.97/87.83 cnf(1646,plain, % 87.97/87.83 (~E(f22(f12(f14(f9(x16461,x16461,a1),x16462,a1),x16463,a1)),x16463)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14])). % 87.97/87.83 cnf(1647,plain, % 87.97/87.83 (~E(f12(f14(f9(x16471,x16471,a1),x16472,a1),f22(x16473),a1),x16473)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55])). % 87.97/87.83 cnf(1648,plain, % 87.97/87.83 (P5(f3(a1),f6(f4(a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545])). % 87.97/87.83 cnf(1650,plain, % 87.97/87.83 (~P6(f6(f4(a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591])). % 87.97/87.83 cnf(1652,plain, % 87.97/87.83 (~P5(f15(f6(f4(a1),a1)),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636])). % 87.97/87.83 cnf(1654,plain, % 87.97/87.83 (~P5(f3(a1),f15(f11(f6(f4(a1),a1),a1)),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640])). % 87.97/87.83 cnf(1656,plain, % 87.97/87.83 (~P5(f4(a1),f15(f10(f3(a1),a1)),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641])). % 87.97/87.83 cnf(1660,plain, % 87.97/87.83 (~P5(f11(f11(f6(f4(a1),a1),a1),a1),f11(f6(f4(a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830])). % 87.97/87.83 cnf(1670,plain, % 87.97/87.83 (~E(f11(f31(x16701,x16702),a1),f3(a1))), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421])). % 87.97/87.83 cnf(1672,plain, % 87.97/87.83 (~E(f12(f14(x16721,x16722,a1),f22(f12(f14(f9(f9(x16721,x16723,a1),f9(x16721,x16723,a1),a1),x16722,a1),f22(x16724),a1)),a1),f12(f14(x16723,x16722,a1),f12(f14(f9(x16721,x16723,a1),x16722,a1),f22(x16724),a1),a1))), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224])). % 87.97/87.83 cnf(1676,plain, % 87.97/87.83 (~P6(f31(x16761,x16762),f11(f31(x16761,x16762),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606])). % 87.97/87.83 cnf(1678,plain, % 87.97/87.83 (~P6(f11(f8(x16781,f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706])). % 87.97/87.83 cnf(1680,plain, % 87.97/87.83 (~P5(f11(f10(f11(f6(f4(a1),a1),a1),a1),a1),f10(f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719])). % 87.97/87.83 cnf(1682,plain, % 87.97/87.83 (~P5(f11(f14(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),f14(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720])). % 87.97/87.83 cnf(1684,plain, % 87.97/87.83 (~P7(f14(f4(a1),f3(a1),a1),f4(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816])). % 87.97/87.83 cnf(1686,plain, % 87.97/87.83 (~P7(f14(f3(a1),f4(a1),a1),f4(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817])). % 87.97/87.83 cnf(1690,plain, % 87.97/87.83 (~P6(x16901,f12(f14(f9(x16902,x16902,a1),x16903,a1),x16901,a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935])). % 87.97/87.83 cnf(1692,plain, % 87.97/87.83 (P5(f12(f14(f9(x16921,x16921,a1),x16922,a1),f3(a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097])). % 87.97/87.83 cnf(1694,plain, % 87.97/87.83 (~P6(f3(a1),f14(f9(x16941,x16941,a1),x16942,a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,1642,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,227,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097,955])). % 87.97/87.83 cnf(1695,plain, % 87.97/87.83 (P5(x16951,x16951,a1)), % 87.97/87.83 inference(rename_variables,[],[300])). % 87.97/87.83 cnf(1697,plain, % 87.97/87.83 (~P6(f3(a1),f11(f6(f4(a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,1642,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,227,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097,955,957])). % 87.97/87.83 cnf(1704,plain, % 87.97/87.83 (~P6(f9(x17041,x17041,a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,1642,1695,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,227,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097,955,957,964,967,970])). % 87.97/87.83 cnf(1706,plain, % 87.97/87.83 (~P6(f31(x17061,x17062),f14(f9(x17063,x17063,a1),x17064,a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,1642,1695,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,227,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097,955,957,964,967,970,1062])). % 87.97/87.83 cnf(1712,plain, % 87.97/87.83 (P5(f3(a1),f31(x17121,x17122),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,1642,1695,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,227,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097,955,957,964,967,970,1062,1110,1112,1017])). % 87.97/87.83 cnf(1714,plain, % 87.97/87.83 (~P6(f11(f14(f9(x17141,x17141,a1),x17142,a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,1642,1695,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,227,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097,955,957,964,967,970,1062,1110,1112,1017,829])). % 87.97/87.83 cnf(1716,plain, % 87.97/87.83 (P5(f3(a1),f11(f14(f9(x17161,x17161,a1),x17162,a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,1642,1695,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,227,233,235,249,252,253,262,270,293,1316,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097,955,957,964,967,970,1062,1110,1112,1017,829,871])). % 87.97/87.83 cnf(1719,plain, % 87.97/87.83 (E(f5(f5(x17191)),x17191)), % 87.97/87.83 inference(rename_variables,[],[293])). % 87.97/87.83 cnf(1722,plain, % 87.97/87.83 (P6(f3(a1),f31(x17221,x17222),x17223)+~E(a1,x17223)), % 87.97/87.83 inference(scs_inference,[],[332,328,327,1284,1330,1343,1456,329,300,1306,1350,1352,1409,1438,1441,1501,1521,1549,1555,1558,1613,1628,1631,1635,1639,1642,1695,330,1289,1294,1297,1300,1303,1346,1348,1372,1383,1386,1389,1394,1399,1402,1412,1419,1432,1435,1468,1473,1476,1481,1484,1487,1492,1495,1498,1504,1515,1518,1528,1531,1542,1545,1548,1552,1561,1566,1569,1572,1575,1582,1585,1592,1597,1602,1606,1609,1612,1616,1619,1624,1627,1634,307,305,331,153,154,155,156,157,158,160,161,164,166,174,175,177,179,181,183,191,193,195,198,199,200,202,214,216,220,227,233,235,249,252,253,262,270,293,1316,1719,333,1309,1426,315,318,304,308,314,309,320,322,1429,325,317,2,334,335,535,474,523,634,635,638,639,658,831,872,561,3,411,415,416,417,418,419,420,542,544,562,563,990,1223,78,79,83,84,95,96,476,534,549,571,607,668,671,702,716,717,718,737,738,739,740,741,742,768,770,772,773,775,776,833,901,902,903,904,905,923,933,1179,1236,1238,1241,1243,546,684,696,697,698,429,547,550,552,554,1065,756,758,760,761,762,763,764,765,794,797,851,853,922,992,993,994,999,1028,1029,1061,1099,1100,1109,1111,1136,1137,1138,1139,1143,1144,929,930,931,932,1004,1005,1006,1007,1008,1009,1010,1011,1014,1015,1018,1019,1114,1116,1118,1120,1000,1001,1002,1003,1066,1067,1068,1069,1161,1163,1168,1175,1190,536,14,55,545,591,636,640,641,723,830,832,594,655,676,421,1224,605,606,706,719,720,816,817,854,935,1097,955,957,964,967,970,1062,1110,1112,1017,829,871,75,76,77,80])). % 87.97/87.83 cnf(1725,plain, % 87.97/87.83 (P6(f3(a1),f31(x17251,x17252),f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1722])). % 87.97/87.83 cnf(1726,plain, % 87.97/87.83 (E(x17261,f5(f5(x17261)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1727,plain, % 87.97/87.83 (~P5(f15(f12(f31(x17271,x17272),f4(a1),a1)),f4(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1551,1722,637])). % 87.97/87.83 cnf(1728,plain, % 87.97/87.83 (~P5(f12(f31(x17281,x17282),x17283,a1),x17283,a1)), % 87.97/87.83 inference(rename_variables,[],[1551])). % 87.97/87.83 cnf(1730,plain, % 87.97/87.83 (~P5(f12(f3(a1),f12(f31(x17301,x17302),x17303,a1),a1),x17303,a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1551,1554,1722,637,921])). % 87.97/87.83 cnf(1734,plain, % 87.97/87.83 (~P6(f12(f31(x17341,x17342),x17343,a1),x17343,a1)), % 87.97/87.83 inference(rename_variables,[],[1503])). % 87.97/87.83 cnf(1738,plain, % 87.97/87.83 (~P6(f4(a1),f15(f14(f8(f4(a1),f31(x17381,x17382),a1),f31(x17381,x17382),a1)),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,310,1503,1551,1530,1554,1722,637,921,635,535,639])). % 87.97/87.83 cnf(1739,plain, % 87.97/87.83 (~P6(x17391,f14(f8(x17391,f31(x17392,x17393),a1),f31(x17392,x17393),a1),a1)), % 87.97/87.83 inference(rename_variables,[],[1530])). % 87.97/87.83 cnf(1741,plain, % 87.97/87.83 (~P5(f4(a1),f15(f15(f10(f3(a1),a1))),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,310,1503,1551,1530,1554,1656,1722,637,921,635,535,639,641])). % 87.97/87.83 cnf(1743,plain, % 87.97/87.83 (P5(f11(f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,310,1380,1503,1551,1530,1554,1656,1722,637,921,635,535,639,641,545])). % 87.97/87.83 cnf(1749,plain, % 87.97/87.83 (~P5(f3(a1),f11(f31(x17491,x17492),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,310,1380,1650,1299,1503,1551,1728,1530,1554,1656,1722,637,921,635,535,639,641,545,474,638,832])). % 87.97/87.83 cnf(1750,plain, % 87.97/87.83 (~P5(f12(f31(x17501,x17502),x17503,a1),x17503,a1)), % 87.97/87.83 inference(rename_variables,[],[1551])). % 87.97/87.83 cnf(1752,plain, % 87.97/87.83 (~P6(f15(f6(f4(a1),a1)),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,310,1380,1650,1299,1503,1551,1728,1530,1554,1656,1722,637,921,635,535,639,641,545,474,638,832,634])). % 87.97/87.83 cnf(1756,plain, % 87.97/87.83 (~P6(f3(a1),f11(f31(x17561,x17562),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,310,1380,1650,1299,1416,1503,1734,1551,1728,1530,1554,1656,1722,637,921,635,535,639,641,545,474,638,832,634,636,831])). % 87.97/87.83 cnf(1757,plain, % 87.97/87.83 (~P6(f12(f31(x17571,x17572),x17573,a1),x17573,a1)), % 87.97/87.83 inference(rename_variables,[],[1503])). % 87.97/87.83 cnf(1761,plain, % 87.97/87.83 (P5(x17611,f5(f5(f6(x17611,a1))),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1349,310,1380,1650,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658])). % 87.97/87.83 cnf(1762,plain, % 87.97/87.83 (P5(x17621,f5(f5(x17621)),a1)), % 87.97/87.83 inference(rename_variables,[],[1349])). % 87.97/87.83 cnf(1767,plain, % 87.97/87.83 (~E(f22(f12(f14(f9(x17671,x17671,a1),x17672,a1),x17673,a1)),x17673)), % 87.97/87.83 inference(rename_variables,[],[1646])). % 87.97/87.83 cnf(1773,plain, % 87.97/87.83 (E(x17731,f12(f14(f9(x17732,x17732,a1),x17733,a1),x17731,a1))), % 87.97/87.83 inference(scs_inference,[],[1280,1453,1313,1646,1349,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2])). % 87.97/87.83 cnf(1774,plain, % 87.97/87.83 (~E(f22(f12(f14(f9(f9(x17741,x17741,a1),f9(x17741,x17741,a1),a1),x17742,a1),f22(x17743),a1)),f12(f14(f9(x17741,x17741,a1),x17742,a1),f22(x17743),a1))), % 87.97/87.83 inference(scs_inference,[],[1280,1453,1313,1646,1672,1349,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14])). % 87.97/87.83 cnf(1778,plain, % 87.97/87.83 (P32(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1453,1313,1646,1672,1349,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,218,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82])). % 87.97/87.83 cnf(1779,plain, % 87.97/87.83 (E(x17791,f5(f5(x17791)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1780,plain, % 87.97/87.83 (P5(x17801,f5(f5(x17801)),f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,218,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85])). % 87.97/87.83 cnf(1781,plain, % 87.97/87.83 (E(x17811,f5(f5(x17811)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1782,plain, % 87.97/87.83 (P59(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,218,160,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86])). % 87.97/87.83 cnf(1783,plain, % 87.97/87.83 (E(x17831,f5(f5(x17831)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1784,plain, % 87.97/87.83 (P60(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,218,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87])). % 87.97/87.83 cnf(1785,plain, % 87.97/87.83 (E(x17851,f5(f5(x17851)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1786,plain, % 87.97/87.83 (P62(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,218,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88])). % 87.97/87.83 cnf(1787,plain, % 87.97/87.83 (E(x17871,f5(f5(x17871)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1788,plain, % 87.97/87.83 (P63(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,180,218,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89])). % 87.97/87.83 cnf(1789,plain, % 87.97/87.83 (E(x17891,f5(f5(x17891)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1790,plain, % 87.97/87.83 (P49(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,180,218,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90])). % 87.97/87.83 cnf(1791,plain, % 87.97/87.83 (E(x17911,f5(f5(x17911)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1792,plain, % 87.97/87.83 (P40(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,180,218,247,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91])). % 87.97/87.83 cnf(1793,plain, % 87.97/87.83 (E(x17931,f5(f5(x17931)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1794,plain, % 87.97/87.83 (P3(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,180,218,247,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92])). % 87.97/87.83 cnf(1795,plain, % 87.97/87.83 (E(x17951,f5(f5(x17951)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1796,plain, % 87.97/87.83 (P46(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,180,211,218,247,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93])). % 87.97/87.83 cnf(1797,plain, % 87.97/87.83 (E(x17971,f5(f5(x17971)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1798,plain, % 87.97/87.83 (P50(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1453,1313,1646,1672,1349,1762,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,180,211,218,247,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94])). % 87.97/87.83 cnf(1799,plain, % 87.97/87.83 (E(x17991,f5(f5(x17991)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1800,plain, % 87.97/87.83 (P7(f12(x18001,f11(x18002,a1),a1),f12(x18002,f11(x18001,a1),a1),f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,180,211,218,247,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97])). % 87.97/87.83 cnf(1801,plain, % 87.97/87.83 (E(x18011,f5(f5(x18011)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1802,plain, % 87.97/87.83 (P12(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,180,211,218,247,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98])). % 87.97/87.83 cnf(1803,plain, % 87.97/87.83 (E(x18031,f5(f5(x18031)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1804,plain, % 87.97/87.83 (P33(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,180,211,218,247,160,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99])). % 87.97/87.83 cnf(1805,plain, % 87.97/87.83 (E(x18051,f5(f5(x18051)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1806,plain, % 87.97/87.83 (P61(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,180,211,218,247,160,199,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100])). % 87.97/87.83 cnf(1807,plain, % 87.97/87.83 (E(x18071,f5(f5(x18071)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1808,plain, % 87.97/87.83 (P4(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,180,211,218,247,160,199,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101])). % 87.97/87.83 cnf(1809,plain, % 87.97/87.83 (E(x18091,f5(f5(x18091)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1810,plain, % 87.97/87.83 (P9(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,180,211,218,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102])). % 87.97/87.83 cnf(1811,plain, % 87.97/87.83 (E(x18111,f5(f5(x18111)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1812,plain, % 87.97/87.83 (P51(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,180,211,218,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103])). % 87.97/87.83 cnf(1813,plain, % 87.97/87.83 (E(x18131,f5(f5(x18131)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1814,plain, % 87.97/87.83 (P66(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,180,201,211,218,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104])). % 87.97/87.83 cnf(1815,plain, % 87.97/87.83 (E(x18151,f5(f5(x18151)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1816,plain, % 87.97/87.83 (P34(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,201,211,218,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105])). % 87.97/87.83 cnf(1817,plain, % 87.97/87.83 (E(x18171,f5(f5(x18171)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1818,plain, % 87.97/87.83 (P45(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,196,201,211,218,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106])). % 87.97/87.83 cnf(1819,plain, % 87.97/87.83 (E(x18191,f5(f5(x18191)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1820,plain, % 87.97/87.83 (P29(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,196,201,211,218,228,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107])). % 87.97/87.83 cnf(1821,plain, % 87.97/87.83 (E(x18211,f5(f5(x18211)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1822,plain, % 87.97/87.83 (P65(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,196,201,211,218,228,241,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108])). % 87.97/87.83 cnf(1823,plain, % 87.97/87.83 (E(x18231,f5(f5(x18231)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1824,plain, % 87.97/87.83 (P37(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,196,201,211,218,228,241,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109])). % 87.97/87.83 cnf(1825,plain, % 87.97/87.83 (E(x18251,f5(f5(x18251)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1826,plain, % 87.97/87.83 (P52(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,196,201,211,218,228,241,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110])). % 87.97/87.83 cnf(1827,plain, % 87.97/87.83 (E(x18271,f5(f5(x18271)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1828,plain, % 87.97/87.83 (P27(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,196,201,203,211,218,228,241,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111])). % 87.97/87.83 cnf(1829,plain, % 87.97/87.83 (E(x18291,f5(f5(x18291)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1830,plain, % 87.97/87.83 (P16(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,196,201,203,211,217,218,228,241,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112])). % 87.97/87.83 cnf(1831,plain, % 87.97/87.83 (E(x18311,f5(f5(x18311)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1832,plain, % 87.97/87.83 (P53(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,196,201,203,211,217,218,228,241,247,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113])). % 87.97/87.83 cnf(1833,plain, % 87.97/87.83 (E(x18331,f5(f5(x18331)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1834,plain, % 87.97/87.83 (P25(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,196,201,203,211,217,218,228,241,247,277,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114])). % 87.97/87.83 cnf(1835,plain, % 87.97/87.83 (E(x18351,f5(f5(x18351)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1836,plain, % 87.97/87.83 (P55(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,196,201,203,211,217,218,228,241,247,277,160,199,174,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115])). % 87.97/87.83 cnf(1837,plain, % 87.97/87.83 (E(x18371,f5(f5(x18371)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1838,plain, % 87.97/87.83 (P10(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,196,201,203,211,217,218,228,241,247,277,160,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116])). % 87.97/87.83 cnf(1839,plain, % 87.97/87.83 (E(x18391,f5(f5(x18391)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1840,plain, % 87.97/87.83 (P38(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,196,201,203,211,217,218,228,241,247,277,160,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117])). % 87.97/87.83 cnf(1841,plain, % 87.97/87.83 (E(x18411,f5(f5(x18411)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1842,plain, % 87.97/87.83 (P43(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,196,201,203,211,217,218,228,241,247,277,160,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118])). % 87.97/87.83 cnf(1843,plain, % 87.97/87.83 (E(x18431,f5(f5(x18431)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1844,plain, % 87.97/87.83 (P26(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,196,201,203,211,217,218,228,241,247,277,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119])). % 87.97/87.83 cnf(1845,plain, % 87.97/87.83 (E(x18451,f5(f5(x18451)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1846,plain, % 87.97/87.83 (P23(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,196,201,203,211,217,218,228,241,247,277,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120])). % 87.97/87.83 cnf(1847,plain, % 87.97/87.83 (E(x18471,f5(f5(x18471)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1848,plain, % 87.97/87.83 (P64(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,211,217,218,228,241,247,277,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121])). % 87.97/87.83 cnf(1849,plain, % 87.97/87.83 (E(x18491,f5(f5(x18491)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1850,plain, % 87.97/87.83 (P48(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1453,1313,1646,1672,1349,1762,1334,310,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,211,217,218,228,241,247,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122])). % 87.97/87.83 cnf(1851,plain, % 87.97/87.83 (E(x18511,f5(f5(x18511)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1852,plain, % 87.97/87.83 (P36(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,211,217,218,228,241,247,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123])). % 87.97/87.83 cnf(1853,plain, % 87.97/87.83 (E(x18531,f5(f5(x18531)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1854,plain, % 87.97/87.83 (P30(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,211,217,218,228,241,247,271,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124])). % 87.97/87.83 cnf(1855,plain, % 87.97/87.83 (E(x18551,f5(f5(x18551)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1856,plain, % 87.97/87.83 (P28(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,217,218,228,241,247,271,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125])). % 87.97/87.83 cnf(1857,plain, % 87.97/87.83 (E(x18571,f5(f5(x18571)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1858,plain, % 87.97/87.83 (P44(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,217,218,228,240,241,247,271,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126])). % 87.97/87.83 cnf(1859,plain, % 87.97/87.83 (E(x18591,f5(f5(x18591)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1860,plain, % 87.97/87.83 (P70(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,217,218,228,234,240,241,247,271,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127])). % 87.97/87.83 cnf(1861,plain, % 87.97/87.83 (E(x18611,f5(f5(x18611)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1862,plain, % 87.97/87.83 (P24(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,217,218,228,234,240,241,247,256,271,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128])). % 87.97/87.83 cnf(1863,plain, % 87.97/87.83 (E(x18631,f5(f5(x18631)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1864,plain, % 87.97/87.83 (P20(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,217,218,228,234,240,241,247,250,256,271,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129])). % 87.97/87.83 cnf(1865,plain, % 87.97/87.83 (E(x18651,f5(f5(x18651)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1866,plain, % 87.97/87.83 (P18(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,217,218,223,228,234,240,241,247,250,256,271,277,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130])). % 87.97/87.83 cnf(1867,plain, % 87.97/87.83 (E(x18671,f5(f5(x18671)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1868,plain, % 87.97/87.83 (P42(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,217,218,223,228,234,240,241,247,250,256,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131])). % 87.97/87.83 cnf(1869,plain, % 87.97/87.83 (E(x18691,f5(f5(x18691)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1870,plain, % 87.97/87.83 (P67(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,215,217,218,223,228,234,240,241,247,250,256,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132])). % 87.97/87.83 cnf(1871,plain, % 87.97/87.83 (E(x18711,f5(f5(x18711)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1872,plain, % 87.97/87.83 (P47(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,211,215,217,218,223,228,234,238,240,241,247,250,256,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133])). % 87.97/87.83 cnf(1873,plain, % 87.97/87.83 (E(x18731,f5(f5(x18731)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1874,plain, % 87.97/87.83 (P11(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,234,238,240,241,247,250,256,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134])). % 87.97/87.83 cnf(1875,plain, % 87.97/87.83 (E(x18751,f5(f5(x18751)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1876,plain, % 87.97/87.83 (P57(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,234,238,240,241,247,250,256,267,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135])). % 87.97/87.83 cnf(1877,plain, % 87.97/87.83 (E(x18771,f5(f5(x18771)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1878,plain, % 87.97/87.83 (P69(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,232,234,238,240,241,247,250,256,267,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136])). % 87.97/87.83 cnf(1879,plain, % 87.97/87.83 (E(x18791,f5(f5(x18791)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1880,plain, % 87.97/87.83 (P41(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,232,234,238,240,241,243,247,250,256,267,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137])). % 87.97/87.83 cnf(1881,plain, % 87.97/87.83 (E(x18811,f5(f5(x18811)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1882,plain, % 87.97/87.83 (P14(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,232,234,238,240,241,243,247,250,256,264,267,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139])). % 87.97/87.83 cnf(1883,plain, % 87.97/87.83 (E(x18831,f5(f5(x18831)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1884,plain, % 87.97/87.83 (P21(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,232,234,238,240,241,243,247,250,256,259,264,267,271,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140])). % 87.97/87.83 cnf(1885,plain, % 87.97/87.83 (E(x18851,f5(f5(x18851)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1886,plain, % 87.97/87.83 (P58(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,232,234,238,240,241,243,247,250,256,259,264,267,271,275,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141])). % 87.97/87.83 cnf(1887,plain, % 87.97/87.83 (E(x18871,f5(f5(x18871)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1888,plain, % 87.97/87.83 (P68(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,229,232,234,238,240,241,243,247,250,256,259,264,267,271,275,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142])). % 87.97/87.83 cnf(1889,plain, % 87.97/87.83 (E(x18891,f5(f5(x18891)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1890,plain, % 87.97/87.83 (P71(f5(f5(a2)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,228,229,232,234,238,240,241,243,247,250,254,256,259,264,267,271,275,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143])). % 87.97/87.83 cnf(1891,plain, % 87.97/87.83 (E(x18911,f5(f5(x18911)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1892,plain, % 87.97/87.83 (P22(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,226,228,229,232,234,238,240,241,243,247,250,254,256,259,264,267,271,275,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144])). % 87.97/87.83 cnf(1893,plain, % 87.97/87.83 (E(x18931,f5(f5(x18931)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1894,plain, % 87.97/87.83 (P56(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,226,228,229,232,234,236,238,240,241,243,247,250,254,256,259,264,267,271,275,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145])). % 87.97/87.83 cnf(1895,plain, % 87.97/87.83 (E(x18951,f5(f5(x18951)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1896,plain, % 87.97/87.83 (P35(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,256,259,264,267,271,275,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146])). % 87.97/87.83 cnf(1897,plain, % 87.97/87.83 (E(x18971,f5(f5(x18971)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1898,plain, % 87.97/87.83 (P72(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,256,259,264,267,271,272,275,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147])). % 87.97/87.83 cnf(1899,plain, % 87.97/87.83 (E(x18991,f5(f5(x18991)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1900,plain, % 87.97/87.83 (P17(f5(f5(a27)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,256,259,264,267,271,272,275,277,280,282,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148])). % 87.97/87.83 cnf(1901,plain, % 87.97/87.83 (E(x19011,f5(f5(x19011)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1902,plain, % 87.97/87.83 (P19(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,256,259,264,267,271,272,275,277,280,282,285,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150])). % 87.97/87.83 cnf(1903,plain, % 87.97/87.83 (E(x19031,f5(f5(x19031)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1904,plain, % 87.97/87.83 (P54(f5(f5(a1)))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1334,310,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,160,198,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152])). % 87.97/87.83 cnf(1905,plain, % 87.97/87.83 (E(x19051,f5(f5(x19051)))), % 87.97/87.83 inference(rename_variables,[],[1280])). % 87.97/87.83 cnf(1907,plain, % 87.97/87.83 (P5(f5(f5(x19071)),x19071,a1)), % 87.97/87.83 inference(rename_variables,[],[1351])). % 87.97/87.83 cnf(1909,plain, % 87.97/87.83 (~P5(f12(f3(a1),f12(f12(f31(x19091,x19092),x19093,a1),f3(a1),a1),a1),x19093,a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,310,305,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939])). % 87.97/87.83 cnf(1912,plain, % 87.97/87.83 (~P5(f12(f12(f31(x19121,x19122),f12(f3(a1),x19123,a1),a1),f3(a1),a1),x19123,a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,310,305,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1530,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940])). % 87.97/87.83 cnf(1914,plain, % 87.97/87.83 (~P5(f12(f12(f31(x19141,x19142),f12(x19143,f6(x19144,a1),a1),a1),x19144,a1),x19143,a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,310,305,262,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1750,1530,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094])). % 87.97/87.83 cnf(1915,plain, % 87.97/87.83 (~P5(f12(f31(x19151,x19152),x19153,a1),x19153,a1)), % 87.97/87.83 inference(rename_variables,[],[1551])). % 87.97/87.83 cnf(1918,plain, % 87.97/87.83 (~P5(f12(f31(x19181,x19182),x19183,a1),x19183,a1)), % 87.97/87.83 inference(rename_variables,[],[1551])). % 87.97/87.83 cnf(1920,plain, % 87.97/87.83 (~P6(f38(a30,a28),f34(a30,a28),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1750,1915,1530,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669])). % 87.97/87.83 cnf(1924,plain, % 87.97/87.83 (~P5(f38(a30,a28),f34(a30,a28),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1750,1915,1530,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675])). % 87.97/87.83 cnf(1926,plain, % 87.97/87.83 (~P6(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1421,1299,1416,1503,1734,1551,1728,1750,1915,1530,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902])). % 87.97/87.83 cnf(1929,plain, % 87.97/87.83 (~P6(x19291,f14(f8(x19291,f31(x19292,x19293),a1),f31(x19292,x19293),a1),a1)), % 87.97/87.83 inference(rename_variables,[],[1530])). % 87.97/87.83 cnf(1931,plain, % 87.97/87.83 (~P6(f11(f3(a1),a1),f11(f11(f3(a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1551,1728,1750,1915,1530,1739,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716])). % 87.97/87.83 cnf(1933,plain, % 87.97/87.83 (~P6(f3(a1),f12(f11(f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1551,1728,1750,1915,1530,1739,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605])). % 87.97/87.83 cnf(1935,plain, % 87.97/87.83 (~P6(x19351,f11(f12(f31(x19352,x19353),f11(x19351,a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768])). % 87.97/87.83 cnf(1936,plain, % 87.97/87.83 (~P6(f12(f31(x19361,x19362),x19363,a1),x19363,a1)), % 87.97/87.83 inference(rename_variables,[],[1503])). % 87.97/87.83 cnf(1938,plain, % 87.97/87.83 (~P7(f3(a1),f12(f18(f20(a30,a35,a2),a2),a32,a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,195,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549])). % 87.97/87.83 cnf(1940,plain, % 87.97/87.83 (P6(f3(a1),f6(f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,195,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534])). % 87.97/87.83 cnf(1942,plain, % 87.97/87.83 (~P6(f11(f14(f8(f11(x19421,a1),f31(x19422,x19423),a1),f31(x19422,x19423),a1),a1),x19421,a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,195,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772])). % 87.97/87.83 cnf(1943,plain, % 87.97/87.83 (~P6(x19431,f14(f8(x19431,f31(x19432,x19433),a1),f31(x19432,x19433),a1),a1)), % 87.97/87.83 inference(rename_variables,[],[1530])). % 87.97/87.83 cnf(1947,plain, % 87.97/87.83 (~E(f12(f14(x19471,x19472,a2),f12(f12(f14(f9(x19473,x19471,a2),x19472,a2),x19474,a2),f4(a1),a1),a2),f12(f14(x19473,x19472,a2),x19474,a2))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1458,1672,1349,1762,1351,1334,1340,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,195,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223])). % 87.97/87.83 cnf(1952,plain, % 87.97/87.83 (~E(f12(f14(x19521,x19522,a1),f22(x19523),a1),f12(f14(x19521,x19522,a1),x19523,a1))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,253,195,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224])). % 87.97/87.83 cnf(1958,plain, % 87.97/87.83 (P5(f12(f14(f9(x19581,x19581,a1),x19582,a1),x19583,a1),x19583,a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1437,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,253,195,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097])). % 87.97/87.83 cnf(1961,plain, % 87.97/87.83 (~E(f10(f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),f3(a1))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1437,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417])). % 87.97/87.83 cnf(1963,plain, % 87.97/87.83 (P7(f6(f4(a1),a1),f4(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1437,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544])). % 87.97/87.83 cnf(1967,plain, % 87.97/87.83 (~E(f12(f31(x19671,x19672),f3(a1),a1),f3(a1))), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1437,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562])). % 87.97/87.83 cnf(1969,plain, % 87.97/87.83 (~P5(f11(f12(f11(f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1437,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742])). % 87.97/87.83 cnf(1973,plain, % 87.97/87.83 (P5(f6(f6(f11(f18(x19731,a2),a1),a1),a1),f18(x19731,a2),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1305,1437,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833])). % 87.97/87.83 cnf(1974,plain, % 87.97/87.83 (P5(x19741,f6(x19741,a1),a1)), % 87.97/87.83 inference(rename_variables,[],[1305])). % 87.97/87.83 cnf(1978,plain, % 87.97/87.83 (~P5(f3(a1),f11(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1530,1739,1929,1554,1557,1305,1437,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738])). % 87.97/87.83 cnf(1980,plain, % 87.97/87.83 (~P5(f12(f31(x19801,x19802),f3(a1),a1),f11(f12(f31(x19801,x19802),f3(a1),a1),a1),a1)), % 87.97/87.83 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1918,1530,1739,1929,1554,1557,1305,1437,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717])). % 87.97/87.83 cnf(1981,plain, % 87.97/87.83 (~P5(f12(f31(x19811,x19812),x19813,a1),x19813,a1)), % 87.97/87.83 inference(rename_variables,[],[1551])). % 87.97/87.83 cnf(1983,plain, % 87.97/87.84 (~P6(f12(f11(f3(a1),a1),f11(f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1918,1530,1739,1929,1554,1557,1305,1437,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901])). % 87.97/87.84 cnf(1985,plain, % 87.97/87.84 (~E(f12(f22(f12(f14(f9(x19851,x19851,a1),x19852,a1),f11(x19853,a2),a1)),x19853,a2),f3(a2))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1453,1313,1646,1767,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1918,1530,1739,1929,1554,1557,1305,1437,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561])). % 87.97/87.84 cnf(1986,plain, % 87.97/87.84 (~E(f22(f12(f14(f9(x19861,x19861,a1),x19862,a1),x19863,a1)),x19863)), % 87.97/87.84 inference(rename_variables,[],[1646])). % 87.97/87.84 cnf(1988,plain, % 87.97/87.84 (P6(f34(a30,a28),f38(a30,a28),f5(f5(a1)))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1453,1313,1646,1767,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1416,1503,1734,1757,1551,1728,1750,1915,1918,1530,1739,1929,1554,1557,1305,1437,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80])). % 87.97/87.84 cnf(1989,plain, % 87.97/87.84 (E(x19891,f5(f5(x19891)))), % 87.97/87.84 inference(rename_variables,[],[1280])). % 87.97/87.84 cnf(1993,plain, % 87.97/87.84 (~P6(f12(f31(x19931,x19932),x19933,a1),x19933,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(1998,plain, % 87.97/87.84 (~E(f22(f12(f14(f9(x19981,x19981,a1),x19982,a1),x19983,a1)),x19983)), % 87.97/87.84 inference(rename_variables,[],[1646])). % 87.97/87.84 cnf(2000,plain, % 87.97/87.84 (E(f12(f14(x20001,x20002,a1),x20003,a1),f12(f14(x20004,x20002,a1),f12(f14(f9(x20001,x20004,a1),x20002,a1),x20003,a1),a1))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1551,1728,1750,1915,1918,1530,1739,1929,1554,1557,1305,1437,1434,1440,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594])). % 87.97/87.84 cnf(2003,plain, % 87.97/87.84 (~P6(f13(f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1551,1728,1750,1915,1918,1530,1739,1929,1554,1557,1305,1437,1434,1440,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739])). % 87.97/87.84 cnf(2008,plain, % 87.97/87.84 (~P6(x20081,f14(f8(x20081,f31(x20082,x20083),a1),f31(x20082,x20083),a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1530])). % 87.97/87.84 cnf(2011,plain, % 87.97/87.84 (P7(f12(x20111,f11(x20112,a1),a1),f5(f5(f12(x20112,f11(x20111,a1),a1))),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1551,1728,1750,1915,1918,1530,1739,1929,1943,1554,1557,1305,1437,1434,1440,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96])). % 87.97/87.84 cnf(2012,plain, % 87.97/87.84 (E(x20121,f5(f5(x20121)))), % 87.97/87.84 inference(rename_variables,[],[1280])). % 87.97/87.84 cnf(2013,plain, % 87.97/87.84 (~P6(x20131,f14(f8(f12(f14(f9(x20132,x20132,a1),x20133,a1),x20131,a1),f31(x20134,x20135),a1),f31(x20134,x20135),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1551,1728,1750,1915,1918,1530,1739,1929,1943,1554,1557,1305,1437,1434,1440,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935])). % 87.97/87.84 cnf(2015,plain, % 87.97/87.84 (~E(f34(a30,a28),f12(f31(x20151,x20152),f38(a30,a28),a1))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,1551,1728,1750,1915,1918,1530,1739,1929,1943,1554,1557,1305,1437,1434,1440,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78])). % 87.97/87.84 cnf(2016,plain, % 87.97/87.84 (~P6(f12(f31(x20161,x20162),x20163,a1),x20163,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2017,plain, % 87.97/87.84 (P5(f12(f14(x20171,x20172,a1),x20173,a1),f12(f14(x20174,x20172,a1),f5(f5(f12(f14(f9(x20171,x20174,a1),x20172,a1),x20173,a1))),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,1551,1728,1750,1915,1918,1530,1739,1929,1943,1554,1557,1305,1437,1434,1440,1408,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243])). % 87.97/87.84 cnf(2018,plain, % 87.97/87.84 (P5(x20181,f5(f5(x20181)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2022,plain, % 87.97/87.84 (~P5(f11(f15(f11(f6(f4(a1),a1),a1)),a1),f15(f11(f6(f4(a1),a1),a1)),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,1551,1728,1750,1915,1918,1530,1739,1929,1943,1554,1557,1305,1437,1434,1440,1408,1654,1656,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720])). % 87.97/87.84 cnf(2026,plain, % 87.97/87.84 (~P5(f11(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,1551,1728,1750,1915,1918,1530,1739,1929,1943,1554,1557,1305,1437,1434,1440,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719])). % 87.97/87.84 cnf(2029,plain, % 87.97/87.84 (P5(x20291,f6(x20291,a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1305])). % 87.97/87.84 cnf(2031,plain, % 87.97/87.84 (~E(f11(f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),f3(a1))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,1551,1728,1750,1915,1918,1530,1739,1929,1943,1554,1557,1305,1974,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416])). % 87.97/87.84 cnf(2035,plain, % 87.97/87.84 (P2(f5(f5(a1)))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,1551,1728,1750,1915,1918,1530,1739,1929,1943,1554,1557,1305,1974,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77])). % 87.97/87.84 cnf(2036,plain, % 87.97/87.84 (E(x20361,f5(f5(x20361)))), % 87.97/87.84 inference(rename_variables,[],[1280])). % 87.97/87.84 cnf(2039,plain, % 87.97/87.84 (~E(x20391,f12(f31(x20392,x20393),f5(f5(x20391)),a1))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,1551,1728,1750,1915,1918,1981,1530,1739,1929,1943,1554,1557,1305,1974,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83])). % 87.97/87.84 cnf(2040,plain, % 87.97/87.84 (~P5(f12(f31(x20401,x20402),x20403,a1),x20403,a1)), % 87.97/87.84 inference(rename_variables,[],[1551])). % 87.97/87.84 cnf(2041,plain, % 87.97/87.84 (~P6(f3(a1),f11(f12(f31(x20411,x20412),f3(a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,1530,1739,1929,1943,1554,1557,1305,1974,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737])). % 87.97/87.84 cnf(2042,plain, % 87.97/87.84 (~P6(f12(f31(x20421,x20422),x20423,a1),x20423,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2044,plain, % 87.97/87.84 (~P5(f3(a1),f12(f15(f11(f6(f4(a1),a1),a1)),f15(f11(f6(f4(a1),a1),a1)),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,1530,1739,1929,1943,1554,1557,1305,1974,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905])). % 87.97/87.84 cnf(2047,plain, % 87.97/87.84 (~P5(f12(f31(x20471,x20472),x20473,a1),x20473,a1)), % 87.97/87.84 inference(rename_variables,[],[1551])). % 87.97/87.84 cnf(2049,plain, % 87.97/87.84 (~E(f6(f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),f3(a1))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418])). % 87.97/87.84 cnf(2051,plain, % 87.97/87.84 (~P6(f3(a1),f12(f15(f3(a1)),f15(f3(a1)),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904])). % 87.97/87.84 cnf(2053,plain, % 87.97/87.84 (P5(x20531,f6(f6(x20531,a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702])). % 87.97/87.84 cnf(2054,plain, % 87.97/87.84 (P5(x20541,f6(x20541,a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1305])). % 87.97/87.84 cnf(2056,plain, % 87.97/87.84 (P39(f5(f5(a1)))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76])). % 87.97/87.84 cnf(2057,plain, % 87.97/87.84 (E(x20571,f5(f5(x20571)))), % 87.97/87.84 inference(rename_variables,[],[1280])). % 87.97/87.84 cnf(2062,plain, % 87.97/87.84 (P5(f12(f14(x20621,x20622,a1),f5(f5(f12(f14(f9(x20623,x20621,a1),x20622,a1),x20624,a1))),a1),f12(f14(x20623,x20622,a1),x20624,a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1907,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,175,253,164,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241])). % 87.97/87.84 cnf(2063,plain, % 87.97/87.84 (P5(f5(f5(x20631)),x20631,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2067,plain, % 87.97/87.84 (P1(f5(f5(a27)))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1907,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,195,252,153,160,216,198,202,199,174,200,161,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75])). % 87.97/87.84 cnf(2068,plain, % 87.97/87.84 (E(x20681,f5(f5(x20681)))), % 87.97/87.84 inference(rename_variables,[],[1280])). % 87.97/87.84 cnf(2069,plain, % 87.97/87.84 (P31(f5(f5(a1)))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,1453,1313,1646,1767,1986,1647,1458,1672,1349,1762,2018,1351,1907,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,195,252,153,160,216,198,202,199,174,200,161,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81])). % 87.97/87.84 cnf(2070,plain, % 87.97/87.84 (E(x20701,f5(f5(x20701)))), % 87.97/87.84 inference(rename_variables,[],[1280])). % 87.97/87.84 cnf(2072,plain, % 87.97/87.84 (~E(f22(f12(f14(f9(x20721,x20721,a1),x20722,a1),x20723,a1)),x20723)), % 87.97/87.84 inference(rename_variables,[],[1646])). % 87.97/87.84 cnf(2073,plain, % 87.97/87.84 (P7(f5(f5(f12(x20731,f11(x20732,a1),a1))),f12(x20732,f11(x20731,a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,1351,1907,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,195,252,153,160,216,198,202,199,174,200,161,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95])). % 87.97/87.84 cnf(2074,plain, % 87.97/87.84 (E(x20741,f5(f5(x20741)))), % 87.97/87.84 inference(rename_variables,[],[1280])). % 87.97/87.84 cnf(2075,plain, % 87.97/87.84 (~E(f5(f5(f3(a1))),f11(f6(f4(a1),a1),a1))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,1351,1907,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,195,252,153,160,216,198,202,199,174,200,161,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84])). % 87.97/87.84 cnf(2076,plain, % 87.97/87.84 (P5(x20761,f5(f5(x20761)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2081,plain, % 87.97/87.84 (~P5(f12(f31(x20811,x20812),x20813,a1),x20813,a1)), % 87.97/87.84 inference(rename_variables,[],[1551])). % 87.97/87.84 cnf(2083,plain, % 87.97/87.84 (P6(f5(f5(f34(a30,a28))),f38(a30,a28),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,1351,1907,2063,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795])). % 87.97/87.84 cnf(2084,plain, % 87.97/87.84 (P5(f5(f5(x20841)),x20841,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2086,plain, % 87.97/87.84 (P6(f34(a30,a28),f5(f5(f38(a30,a28))),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,2076,1351,1907,2063,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796])). % 87.97/87.84 cnf(2087,plain, % 87.97/87.84 (P5(x20871,f5(f5(x20871)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2090,plain, % 87.97/87.84 (P5(f5(f5(x20901)),x20901,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2092,plain, % 87.97/87.84 (P6(f3(a1),f5(f5(f19(f22(x20921),a27))),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,2076,2087,1351,1907,2063,2084,1670,1455,1334,1340,1467,310,305,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799])). % 87.97/87.84 cnf(2093,plain, % 87.97/87.84 (P5(x20931,f5(f5(x20931)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2095,plain, % 87.97/87.84 (P5(f5(f5(f3(a1))),a28,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,2076,2087,1351,1907,2063,2084,2090,1670,1455,1334,1340,1467,310,305,301,262,155,1380,1650,1660,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800])). % 87.97/87.84 cnf(2096,plain, % 87.97/87.84 (P5(f5(f5(x20961)),x20961,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2099,plain, % 87.97/87.84 (P5(f5(f5(x20991)),x20991,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2101,plain, % 87.97/87.84 (~P6(f3(a1),f9(x21011,x21011,a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,2076,2087,1351,1907,2063,2084,2090,2096,1670,1455,1334,1340,1467,310,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,1530,1739,1929,1943,1554,1557,1305,1974,2029,1437,1434,1440,1500,1408,1654,1656,1577,1694,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,164,179,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952])). % 87.97/87.84 cnf(2104,plain, % 87.97/87.84 (~P6(f12(f19(f22(x21041),a27),x21042,a1),x21042,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,2076,2087,1351,1907,2063,2084,2090,2096,1670,1455,1334,1340,1467,310,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,1530,1739,1929,1943,1554,1557,1305,1974,2029,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,270,164,179,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060])). % 87.97/87.84 cnf(2107,plain, % 87.97/87.84 (~P5(f31(x21071,x21072),f14(f9(x21073,x21073,a1),x21074,a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,2076,2087,1351,1907,2063,2084,2090,2096,1670,1455,1334,1340,1467,310,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,154,175,253,270,164,179,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063])). % 87.97/87.84 cnf(2108,plain, % 87.97/87.84 (~P5(f12(f31(x21081,x21082),x21083,a1),x21083,a1)), % 87.97/87.84 inference(rename_variables,[],[1551])). % 87.97/87.84 cnf(2116,plain, % 87.97/87.84 (~P6(x21161,f8(f12(f14(f9(x21162,x21162,a1),x21163,a1),f14(x21161,f31(x21164,x21165),a1),a1),f31(x21164,x21165),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,2076,2087,1351,1907,2063,2084,2090,2096,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,175,253,270,164,179,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082])). % 87.97/87.84 cnf(2118,plain, % 87.97/87.84 (~P5(f12(f12(f31(x21181,x21182),f12(f3(a1),f12(x21183,f5(f5(x21184)),a1),a1),a1),f3(a1),a1),f12(x21183,x21184,a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,1647,1458,1672,1349,1762,2018,2076,2087,2093,1351,1907,2063,2084,2090,2096,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,175,253,270,164,179,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103])). % 87.97/87.84 cnf(2121,plain, % 87.97/87.84 (P5(f5(f5(x21211)),x21211,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2124,plain, % 87.97/87.84 (P5(x21241,f5(f5(x21241)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2127,plain, % 87.97/87.84 (~P6(f12(f31(x21271,x21272),x21273,a1),x21273,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2132,plain, % 87.97/87.84 (P5(x21321,f5(f5(x21321)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2135,plain, % 87.97/87.84 (P5(x21351,f5(f5(x21351)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2141,plain, % 87.97/87.84 (~E(f10(f22(f12(f14(f9(x21411,x21411,a1),x21412,a1),f4(a2),a1)),a2),f4(a2))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1680,1416,1503,1734,1757,1936,1993,2016,2042,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,175,227,253,270,164,179,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429])). % 87.97/87.84 cnf(2142,plain, % 87.97/87.84 (~E(f22(f12(f14(f9(x21421,x21421,a1),x21422,a1),x21423,a1)),x21423)), % 87.97/87.84 inference(rename_variables,[],[1646])). % 87.97/87.84 cnf(2150,plain, % 87.97/87.84 (~P5(f3(a1),f14(f11(f6(f4(a1),a1),a1),f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1680,1416,1503,1734,1757,1936,1993,2016,2042,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,175,227,253,270,164,179,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993])). % 87.97/87.84 cnf(2158,plain, % 87.97/87.84 (~P5(f3(a1),f14(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1680,1416,1503,1734,1757,1936,1993,2016,2042,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,175,227,253,270,164,179,181,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994])). % 87.97/87.84 cnf(2162,plain, % 87.97/87.84 (E(f18(x21621,a2),f6(f18(x21621,a2),a1))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1680,1416,1503,1734,1757,1936,1993,2016,2042,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,175,227,253,270,164,179,181,195,252,153,160,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684])). % 87.97/87.84 cnf(2163,plain, % 87.97/87.84 (P5(x21631,f6(x21631,a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1305])). % 87.97/87.84 cnf(2165,plain, % 87.97/87.84 (~E(f12(x21651,f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),x21651)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1680,1416,1503,1734,1757,1936,1993,2016,2042,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547])). % 87.97/87.84 cnf(2169,plain, % 87.97/87.84 (~P6(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f14(f6(f4(a1),a1),f3(a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137])). % 87.97/87.84 cnf(2171,plain, % 87.97/87.84 (~P6(f12(f31(x21711,x21712),f38(a30,a28),a1),f34(a30,a28),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794])). % 87.97/87.84 cnf(2172,plain, % 87.97/87.84 (~P6(f12(f31(x21721,x21722),x21723,a1),x21723,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2174,plain, % 87.97/87.84 (~P7(f14(f12(f18(f20(a30,a35,a2),a2),a32,a1),f3(a1),a1),f14(f12(f18(f20(a30,a35,a2),a2),a32,a1),f4(a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099])). % 87.97/87.84 cnf(2180,plain, % 87.97/87.84 (~P6(f14(f12(f31(x21801,x21802),f8(x21803,f19(f22(x21804),a27),a1),a1),f19(f22(x21804),a27),a1),x21803,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,1551,1728,1750,1915,1918,1981,2040,2047,2081,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109])). % 87.97/87.84 cnf(2181,plain, % 87.97/87.84 (~P6(f12(f31(x21811,x21812),x21813,a1),x21813,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2183,plain, % 87.97/87.84 (~P5(f14(f12(f31(x21831,x21832),f8(x21833,f19(f22(x21834),a27),a1),a1),f19(f22(x21834),a27),a1),x21833,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110])). % 87.97/87.84 cnf(2184,plain, % 87.97/87.84 (~P5(f12(f31(x21841,x21842),x21843,a1),x21843,a1)), % 87.97/87.84 inference(rename_variables,[],[1551])). % 87.97/87.84 cnf(2186,plain, % 87.97/87.84 (~P6(f12(f31(x21861,x21862),f12(f19(f22(x21863),a27),x21864,a1),a1),x21864,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922])). % 87.97/87.84 cnf(2187,plain, % 87.97/87.84 (~P6(f12(f31(x21871,x21872),x21873,a1),x21873,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2191,plain, % 87.97/87.84 (~P6(f10(f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760])). % 87.97/87.84 cnf(2195,plain, % 87.97/87.84 (~P6(f14(f11(f3(a1),a1),x21951,a1),f14(f11(f3(a1),a1),x21952,a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,166,175,227,253,270,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144])). % 87.97/87.84 cnf(2197,plain, % 87.97/87.84 (~P6(f12(f31(x21971,x21972),a32,a1),f34(a30,a28),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065])). % 87.97/87.84 cnf(2198,plain, % 87.97/87.84 (~P6(f12(f31(x21981,x21982),x21983,a1),x21983,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2205,plain, % 87.97/87.84 (~P6(x22051,f14(f14(f8(f8(x22051,f19(f22(x22052),a27),a1),f31(x22053,x22054),a1),f31(x22053,x22054),a1),f19(f22(x22052),a27),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,2008,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111])). % 87.97/87.84 cnf(2206,plain, % 87.97/87.84 (~P6(x22061,f14(f8(x22061,f31(x22062,x22063),a1),f31(x22062,x22063),a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1530])). % 87.97/87.84 cnf(2208,plain, % 87.97/87.84 (~P5(f14(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,2008,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992])). % 87.97/87.84 cnf(2213,plain, % 87.97/87.84 (~P6(f12(f31(x22131,x22132),x22133,a1),x22133,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2215,plain, % 87.97/87.84 (~P6(f14(f9(x22151,x22151,a1),x22152,a1),f14(f9(x22153,x22153,a1),x22154,a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,2008,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062])). % 87.97/87.84 cnf(2221,plain, % 87.97/87.84 (~P6(f12(f31(x22211,x22212),x22213,a1),x22213,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2223,plain, % 87.97/87.84 (~P6(f12(f5(f5(f31(x22231,x22232))),x22233,a1),x22233,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,2008,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061])). % 87.97/87.84 cnf(2224,plain, % 87.97/87.84 (~P6(f12(f31(x22241,x22242),x22243,a1),x22243,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2225,plain, % 87.97/87.84 (P5(x22251,f5(f5(x22251)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2229,plain, % 87.97/87.84 (~P6(f10(f12(f31(x22291,x22292),f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,2008,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756])). % 87.97/87.84 cnf(2230,plain, % 87.97/87.84 (~P6(f12(f31(x22301,x22302),x22303,a1),x22303,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2237,plain, % 87.97/87.84 (~P6(f8(f12(f31(x22371,x22372),f14(x22373,f19(f22(x22374),a27),a1),a1),f19(f22(x22374),a27),a1),x22373,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,1530,1739,1929,1943,2008,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114])). % 87.97/87.84 cnf(2238,plain, % 87.97/87.84 (~P6(f12(f31(x22381,x22382),x22383,a1),x22383,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2242,plain, % 87.97/87.84 (~P5(f12(f31(x22421,x22422),f12(x22423,f5(f5(f3(a1))),a1),a1),x22423,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,1530,1739,1929,1943,2008,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932])). % 87.97/87.84 cnf(2243,plain, % 87.97/87.84 (~P5(f12(f31(x22431,x22432),x22433,a1),x22433,a1)), % 87.97/87.84 inference(rename_variables,[],[1551])). % 87.97/87.84 cnf(2244,plain, % 87.97/87.84 (P5(x22441,f5(f5(x22441)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2248,plain, % 87.97/87.84 (~P6(f8(x22481,f11(f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,1530,1739,1929,1943,2008,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014])). % 87.97/87.84 cnf(2250,plain, % 87.97/87.84 (~P6(x22501,f8(f14(f8(f14(x22501,f19(f22(x22502),a27),a1),f31(x22503,x22504),a1),f31(x22503,x22504),a1),f19(f22(x22502),a27),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,1530,1739,1929,1943,2008,2206,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118])). % 87.97/87.84 cnf(2251,plain, % 87.97/87.84 (~P6(x22511,f14(f8(x22511,f31(x22512,x22513),a1),f31(x22512,x22513),a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1530])). % 87.97/87.84 cnf(2255,plain, % 87.97/87.84 (~P6(f3(a1),f8(x22551,f11(f3(a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,1530,1739,1929,1943,2008,2206,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008])). % 87.97/87.84 cnf(2257,plain, % 87.97/87.84 (~P5(f3(a1),f8(f11(f6(f4(a1),a1),a1),f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,1530,1739,1929,1943,2008,2206,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010])). % 87.97/87.84 cnf(2260,plain, % 87.97/87.84 (~P6(x22601,f14(f8(x22601,f31(x22602,x22603),a1),f31(x22602,x22603),a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1530])). % 87.97/87.84 cnf(2262,plain, % 87.97/87.84 (~P5(f12(f31(x22621,x22622),f12(f5(f5(f3(a1))),x22623,a1),a1),x22623,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931])). % 87.97/87.84 cnf(2263,plain, % 87.97/87.84 (~P5(f12(f31(x22631,x22632),x22633,a1),x22633,a1)), % 87.97/87.84 inference(rename_variables,[],[1551])). % 87.97/87.84 cnf(2264,plain, % 87.97/87.84 (P5(x22641,f5(f5(x22641)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2266,plain, % 87.97/87.84 (~P5(f8(f12(f31(x22661,x22662),f14(x22663,f19(f22(x22664),a27),a1),a1),f19(f22(x22664),a27),a1),x22663,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116])). % 87.97/87.84 cnf(2267,plain, % 87.97/87.84 (~P5(f12(f31(x22671,x22672),x22673,a1),x22673,a1)), % 87.97/87.84 inference(rename_variables,[],[1551])). % 87.97/87.84 cnf(2269,plain, % 87.97/87.84 (~P6(f12(f3(a27),x22691,a27),x22691,a27)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929])). % 87.97/87.84 cnf(2273,plain, % 87.97/87.84 (~P5(f3(a1),f8(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011])). % 87.97/87.84 cnf(2275,plain, % 87.97/87.84 (~P6(f8(f11(f3(a1),a1),x22751,a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015])). % 87.97/87.84 cnf(2277,plain, % 87.97/87.84 (~P5(f8(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005])). % 87.97/87.84 cnf(2279,plain, % 87.97/87.84 (~P5(f12(f31(x22791,x22792),f12(f19(f22(x22793),a27),x22794,a1),a1),x22794,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930])). % 87.97/87.84 cnf(2280,plain, % 87.97/87.84 (~P6(f12(f31(x22801,x22802),x22803,a1),x22803,a1)), % 87.97/87.84 inference(rename_variables,[],[1503])). % 87.97/87.84 cnf(2282,plain, % 87.97/87.84 (~P6(f8(f6(f4(a1),a1),f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004])). % 87.97/87.84 cnf(2284,plain, % 87.97/87.84 (P5(f3(a1),f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,1351,1907,2063,2084,2090,2096,2099,1670,1455,1334,1354,1353,1340,1467,310,318,307,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,1520,1554,1557,1305,1974,2029,2054,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1611,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017])). % 87.97/87.84 cnf(2285,plain, % 87.97/87.84 (P5(f8(x22851,f3(a1),a1),f3(a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1611])). % 87.97/87.84 cnf(2288,plain, % 87.97/87.84 (P6(f3(a1),f31(x22881,x22882),a1)), % 87.97/87.84 inference(rename_variables,[],[307])). % 87.97/87.84 cnf(2289,plain, % 87.97/87.84 (P5(x22891,f5(f5(x22891)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2291,plain, % 87.97/87.84 (P5(x22911,f6(x22911,a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1305])). % 87.97/87.84 cnf(2294,plain, % 87.97/87.84 (P5(x22941,f5(f5(x22941)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2295,plain, % 87.97/87.84 (P5(x22951,f6(x22951,a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1305])). % 87.97/87.84 cnf(2296,plain, % 87.97/87.84 (P5(f5(f5(x22961)),x22961,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2298,plain, % 87.97/87.84 (~P6(f3(a1),f8(f14(f3(a1),f3(a1),a1),f31(x22981,x22982),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,1351,1907,2063,2084,2090,2096,2099,2121,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,2260,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,1547,1437,1434,1440,1500,1408,1654,1656,1577,1694,1611,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186])). % 87.97/87.84 cnf(2299,plain, % 87.97/87.84 (P5(x22991,x22991,a1)), % 87.97/87.84 inference(rename_variables,[],[300])). % 87.97/87.84 cnf(2300,plain, % 87.97/87.84 (~P6(x23001,f14(f8(x23001,f31(x23002,x23003),a1),f31(x23002,x23003),a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1530])). % 87.97/87.84 cnf(2303,plain, % 87.97/87.84 (P5(x23031,f5(f5(x23031)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2305,plain, % 87.97/87.84 (P5(f5(f5(x23051)),x23051,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2308,plain, % 87.97/87.84 (P5(f5(f5(x23081)),x23081,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2314,plain, % 87.97/87.84 (P5(f5(f5(f3(a1))),f8(f5(f5(f14(f5(f5(f3(a1))),f31(x23141,x23142),a1))),f31(x23141,x23142),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,2260,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161])). % 87.97/87.84 cnf(2315,plain, % 87.97/87.84 (P5(f5(f5(x23151)),x23151,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2316,plain, % 87.97/87.84 (P5(x23161,f5(f5(x23161)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2318,plain, % 87.97/87.84 (~P6(f3(a1),f14(f8(f8(x23181,f15(f3(a1)),a1),f31(x23182,x23183),a1),f31(x23182,x23183),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002])). % 87.97/87.84 cnf(2321,plain, % 87.97/87.84 (~P5(f8(x23211,f15(f3(a1)),a1),f11(f6(f4(a1),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069])). % 87.97/87.84 cnf(2332,plain, % 87.97/87.84 (P5(x23321,f5(f5(x23321)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2336,plain, % 87.97/87.84 (P5(x23361,f5(f5(x23361)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2339,plain, % 87.97/87.84 (P5(x23391,f5(f5(x23391)),a1)), % 87.97/87.84 inference(rename_variables,[],[1349])). % 87.97/87.84 cnf(2340,plain, % 87.97/87.84 (P5(f5(f5(x23401)),x23401,a1)), % 87.97/87.84 inference(rename_variables,[],[1351])). % 87.97/87.84 cnf(2342,plain, % 87.97/87.84 (P5(f8(f5(f5(f14(f5(f5(f3(a1))),f31(x23421,x23422),a1))),f31(x23421,x23422),a1),f5(f5(f3(a1))),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163])). % 87.97/87.84 cnf(2346,plain, % 87.97/87.84 (P5(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873])). % 87.97/87.84 cnf(2348,plain, % 87.97/87.84 (~P6(x23481,x23481,f5(f5(a1)))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524])). % 87.97/87.84 cnf(2361,plain, % 87.97/87.84 (~P6(f12(f31(x23611,x23612),f12(f14(f9(x23613,x23613,a1),x23614,a1),x23615,a1),a1),x23615,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936])). % 87.97/87.84 cnf(2363,plain, % 87.97/87.84 (~P7(f14(f3(a1),f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),f4(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936,817])). % 87.97/87.84 cnf(2367,plain, % 87.97/87.84 (~P5(f31(x23671,x23672),f3(a1),f5(f5(a1)))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936,817,775,671])). % 87.97/87.84 cnf(2369,plain, % 87.97/87.84 (~E(f11(f12(f31(x23691,x23692),f5(f5(f3(a1))),a1),a1),f3(a1))), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936,817,775,671,421])). % 87.97/87.84 cnf(2373,plain, % 87.97/87.84 (~P6(f3(a1),f12(f14(f9(x23731,x23731,a1),x23732,a1),f14(f3(a1),f31(x23733,x23734),a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936,817,775,671,421,816,951])). % 87.97/87.84 cnf(2380,plain, % 87.97/87.84 (~P6(f12(f31(x23801,x23802),f14(f8(x23803,f19(f22(x23804),a27),a1),f19(f22(x23804),a27),a1),a1),x23803,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936,817,775,671,421,816,951,972,974,1081])). % 87.97/87.84 cnf(2382,plain, % 87.97/87.84 (~P6(f12(f31(x23821,x23822),f8(f14(x23823,f19(f22(x23824),a27),a1),f19(f22(x23824),a27),a1),a1),x23823,a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936,817,775,671,421,816,951,972,974,1081,1083])). % 87.97/87.84 cnf(2384,plain, % 87.97/87.84 (P5(f6(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,2299,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936,817,775,671,421,816,951,972,974,1081,1083,853])). % 87.97/87.84 cnf(2385,plain, % 87.97/87.84 (P5(x23851,x23851,a1)), % 87.97/87.84 inference(rename_variables,[],[300])). % 87.97/87.84 cnf(2387,plain, % 87.97/87.84 (~P6(f5(f5(f31(x23871,x23872))),f3(a1),a1)), % 87.97/87.84 inference(scs_inference,[],[1280,1726,1779,1781,1783,1785,1787,1789,1791,1793,1795,1797,1799,1801,1803,1805,1807,1809,1811,1813,1815,1817,1819,1821,1823,1825,1827,1829,1831,1833,1835,1837,1839,1841,1843,1845,1847,1849,1851,1853,1855,1857,1859,1861,1863,1865,1867,1869,1871,1873,1875,1877,1879,1881,1883,1885,1887,1889,1891,1893,1895,1897,1899,1901,1903,1905,1989,2012,2036,2057,2068,2070,2074,1453,1313,1443,1646,1767,1986,1998,2072,2142,1647,1458,1672,1349,1762,2018,2076,2087,2093,2124,2132,2135,2225,2244,2264,2289,2294,2303,2316,2332,2336,2339,1351,1907,2063,2084,2090,2096,2099,2121,2296,2305,2308,2315,2340,1670,1455,1334,1354,1353,1340,1467,310,318,307,2288,305,301,262,155,1380,1363,1650,1660,1648,1388,1421,1299,1371,1359,1680,1416,1291,1361,1503,1734,1757,1936,1993,2016,2042,2127,2172,2181,2187,2198,2213,2221,2224,2230,2238,2280,1551,1728,1750,1915,1918,1981,2040,2047,2081,2108,2184,2243,2263,2267,1530,1739,1929,1943,2008,2206,2251,2260,2300,1596,1520,1554,1557,1305,1974,2029,2054,2163,2291,2295,1547,1437,1434,1440,1500,1408,1365,1654,1656,1577,1694,1293,1611,2285,1692,159,162,165,167,168,171,173,176,178,180,182,184,185,187,189,192,194,196,201,203,204,206,209,211,215,217,218,221,223,226,228,229,232,234,236,238,240,241,243,245,247,250,254,255,256,259,264,267,271,272,275,277,280,282,285,300,2299,2385,330,154,193,214,233,235,166,175,227,253,270,314,317,164,179,181,195,252,153,160,183,216,249,198,202,199,174,200,161,158,157,1722,637,921,635,535,639,641,545,474,638,832,634,636,831,640,658,723,335,334,591,2,14,1020,82,85,86,87,88,89,90,91,92,93,94,97,98,99,100,101,102,103,104,105,106,107,108,109,110,111,112,113,114,115,116,117,118,119,120,121,122,123,124,125,126,127,128,129,130,131,132,133,134,135,136,137,139,140,141,142,143,144,145,146,147,148,150,152,779,939,940,1094,1237,669,674,675,902,1238,716,605,768,549,534,772,607,1223,571,1224,420,415,1097,417,544,718,562,742,773,833,740,738,717,901,561,80,923,1236,606,419,594,739,903,79,563,96,935,78,1243,542,720,741,719,655,416,706,77,776,83,737,905,854,418,904,702,76,770,476,1241,411,75,81,3,95,84,757,759,795,796,798,799,800,801,952,1060,1063,1219,802,1082,1103,965,844,868,1152,1153,1154,1155,1156,429,1029,1139,1138,993,1028,550,761,994,999,684,547,1100,1137,794,1099,762,697,1109,1110,922,696,760,552,1144,1065,765,554,1111,992,764,797,1062,763,758,1061,1136,756,1143,1235,1114,1006,932,1009,1014,1118,1019,1008,1010,1018,931,1116,929,1011,1015,1005,930,1004,1017,1184,1189,1186,1191,1168,1067,1068,1161,1002,1069,1066,1000,1001,1175,1003,1190,1163,873,524,523,829,138,703,712,818,936,817,775,671,421,816,951,972,974,1081,1083,853,964])). % 87.97/87.84 cnf(2393,plain, % 87.97/87.84 (~P5(f12(f31(x23931,x23932),f12(x23933,f5(f5(f3(a1))),a1),a1),x23933,a1)), % 87.97/87.84 inference(rename_variables,[],[2242])). % 87.97/87.84 cnf(2395,plain, % 87.97/87.84 (~P6(f4(a1),f15(f12(f14(f9(x23951,x23951,a1),x23952,a1),f4(a1),a1)),a1)), % 87.97/87.84 inference(scs_inference,[],[1690,2242,637,639])). % 87.97/87.84 cnf(2396,plain, % 87.97/87.84 (~P6(x23961,f12(f14(f9(x23962,x23962,a1),x23963,a1),x23961,a1),a1)), % 87.97/87.84 inference(rename_variables,[],[1690])). % 87.97/87.84 cnf(2402,plain, % 87.97/87.84 (P6(f3(a1),f31(x24021,x24022),f12(f14(f9(x24023,x24023,a1),x24024,a1),a1,a1))), % 87.97/87.84 inference(scs_inference,[],[1773,318,1418,1690,2242,637,639,535,638,1722])). % 87.97/87.84 cnf(2403,plain, % 87.97/87.84 (E(x24031,f12(f14(f9(x24032,x24032,a1),x24033,a1),x24031,a1))), % 87.97/87.84 inference(rename_variables,[],[1773])). % 87.97/87.84 cnf(2405,plain, % 87.97/87.85 (~P6(f8(f14(x24051,f31(x24052,x24053),a1),f31(x24052,x24053),a1),x24051,a1)), % 87.97/87.85 inference(rename_variables,[],[1591])). % 87.97/87.85 cnf(2407,plain, % 87.97/87.85 (~P5(f12(f12(f31(x24071,x24072),x24073,a1),f5(f5(f3(a1))),a1),x24073,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,318,1418,1591,1690,2242,2393,637,639,535,638,1722,635,921])). % 87.97/87.85 cnf(2408,plain, % 87.97/87.85 (~P5(f12(f31(x24081,x24082),f12(x24083,f5(f5(f3(a1))),a1),a1),x24083,a1)), % 87.97/87.85 inference(rename_variables,[],[2242])). % 87.97/87.85 cnf(2414,plain, % 87.97/87.85 (~P5(f4(a1),f15(f15(f15(f10(f3(a1),a1)))),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,318,1577,1418,1591,1690,2242,2393,1741,2373,637,639,535,638,1722,635,921,829,640,641])). % 87.97/87.85 cnf(2418,plain, % 87.97/87.85 (~E(f15(f6(f4(a1),a1)),f3(a1))), % 87.97/87.85 inference(scs_inference,[],[1773,1325,318,1577,1414,1418,1591,1690,2242,2393,1741,2373,637,639,535,638,1722,635,921,829,640,641,474,334])). % 87.97/87.85 cnf(2422,plain, % 87.97/87.85 (P5(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,1325,318,1577,1414,1418,1591,1690,2242,2393,1741,2373,637,639,535,638,1722,635,921,829,640,641,474,334,634,545])). % 87.97/87.85 cnf(2424,plain, % 87.97/87.85 (~P6(f3(a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,1325,318,1577,1414,1418,1591,1690,2242,2393,1741,2373,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591])). % 87.97/87.85 cnf(2426,plain, % 87.97/87.85 (P5(x24261,f5(f5(f6(f6(x24261,a1),a1))),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,1325,318,1577,1414,1418,1591,1690,1761,2242,2393,1741,2373,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658])). % 87.97/87.85 cnf(2429,plain, % 87.97/87.85 (~P5(f6(f14(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),f14(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,1325,318,1577,1414,1418,1591,1682,1690,1761,2242,2393,1741,2373,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723])). % 87.97/87.85 cnf(2436,plain, % 87.97/87.85 (~P5(f12(f31(x24361,x24362),f12(x24363,f5(f5(f3(a1))),a1),a1),x24363,a1)), % 87.97/87.85 inference(rename_variables,[],[2242])). % 87.97/87.85 cnf(2438,plain, % 87.97/87.85 (~E(f15(f12(f4(a1),f12(f18(f20(a30,a35,a2),a2),a32,a1),a1)),f4(a1))), % 87.97/87.85 inference(scs_inference,[],[1773,1325,2165,318,1577,1414,1506,1418,1591,1682,1690,1761,2242,2393,2408,1741,2373,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335])). % 87.97/87.85 cnf(2439,plain, % 87.97/87.85 (~E(f12(x24391,f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),x24391)), % 87.97/87.85 inference(rename_variables,[],[2165])). % 87.97/87.85 cnf(2443,plain, % 87.97/87.85 (E(f11(f14(f9(x24431,x24431,a1),x24432,a1),a1),f3(a1))), % 87.97/87.85 inference(scs_inference,[],[1773,1644,1325,2039,2165,318,1577,1414,1506,1418,1591,1682,1690,1761,2242,2393,2408,1741,2373,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2])). % 87.97/87.85 cnf(2444,plain, % 87.97/87.85 (~P5(f12(f31(x24441,x24442),f12(f12(x24443,x24444,a1),f6(x24444,a1),a1),a1),x24443,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,1644,1325,2039,2165,318,1577,1414,1506,1418,1591,1682,1690,1761,2242,2393,2408,1914,1741,2373,202,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937])). % 87.97/87.85 cnf(2445,plain, % 87.97/87.85 (~P5(f12(f12(f31(x24451,x24452),f12(x24453,f6(x24454,a1),a1),a1),x24454,a1),x24453,a1)), % 87.97/87.85 inference(rename_variables,[],[1914])). % 87.97/87.85 cnf(2447,plain, % 87.97/87.85 (~P5(f12(f31(x24471,x24472),f12(f3(a1),f12(x24473,f5(f5(f3(a1))),a1),a1),a1),x24473,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,1644,1325,2039,2165,318,1577,1414,1506,1418,1591,1682,1690,1761,2242,2393,2408,1914,2118,1741,2373,204,202,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938])). % 87.97/87.85 cnf(2450,plain, % 87.97/87.85 (~P6(x24501,f14(f8(f11(f11(x24501,a1),a1),f31(x24502,x24503),a1),f31(x24502,x24503),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,1644,1325,2039,2165,318,1577,1414,1506,1418,1591,1682,1690,1761,2242,2393,2408,1914,1942,2118,1741,2373,204,202,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734])). % 87.97/87.85 cnf(2461,plain, % 87.97/87.85 (~P5(f12(f31(x24611,x24612),f12(f5(f5(f3(a1))),x24613,a1),a1),x24613,a1)), % 87.97/87.85 inference(rename_variables,[],[2262])). % 87.97/87.85 cnf(2463,plain, % 87.97/87.85 (~E(f13(f31(x24631,x24632),a1),f3(a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2000,1644,1347,1325,2039,2165,318,1577,1414,1506,1418,1591,1682,1690,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420])). % 87.97/87.85 cnf(2465,plain, % 87.97/87.85 (~P6(f11(f12(f14(f9(x24651,x24651,a1),x24652,a1),f11(x24653,a1),a1),a1),x24653,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2000,1644,1347,1325,2039,2165,318,1577,1414,1506,1418,1591,1682,1690,2396,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772])). % 87.97/87.85 cnf(2466,plain, % 87.97/87.85 (~P6(x24661,f12(f14(f9(x24662,x24662,a1),x24663,a1),x24661,a1),a1)), % 87.97/87.85 inference(rename_variables,[],[1690])). % 87.97/87.85 cnf(2468,plain, % 87.97/87.85 (P5(f3(a1),f31(x24681,x24682),f5(f5(a1)))), % 87.97/87.85 inference(scs_inference,[],[1773,2000,1644,1347,1325,2039,2165,2035,318,1577,1414,1506,1418,1591,1682,1690,2396,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573])). % 87.97/87.85 cnf(2472,plain, % 87.97/87.85 (~P5(f6(f31(x24721,x24722),a1),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2000,1644,1347,1325,2039,2165,2035,2031,318,1577,1414,1506,1418,1591,1682,1690,2396,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607])). % 87.97/87.85 cnf(2474,plain, % 87.97/87.85 (P5(x24741,f5(f5(x24741)),f12(f14(f9(x24742,x24742,a1),x24743,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2000,1644,1347,1325,1780,2039,2165,2035,2031,318,1577,1414,1506,1418,1591,1682,1690,2396,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85])). % 87.97/87.85 cnf(2475,plain, % 87.97/87.85 (E(x24751,f12(f14(f9(x24752,x24752,a1),x24753,a1),x24751,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2476,plain, % 87.97/87.85 (P36(f12(f14(f9(x24761,x24761,a1),x24762,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2000,1644,1347,1325,1780,2039,2165,1852,2035,2031,318,1577,1414,1506,1418,1591,1682,1690,2396,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123])). % 87.97/87.85 cnf(2477,plain, % 87.97/87.85 (E(x24771,f12(f14(f9(x24772,x24772,a1),x24773,a1),x24771,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2478,plain, % 87.97/87.85 (P72(f12(f14(f9(x24781,x24781,a1),x24782,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2000,1644,1347,1325,1780,2039,2165,1852,1898,2035,2031,318,1577,1414,1506,1418,1591,1682,1690,2396,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147])). % 87.97/87.85 cnf(2479,plain, % 87.97/87.85 (E(x24791,f12(f14(f9(x24792,x24792,a1),x24793,a1),x24791,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2480,plain, % 87.97/87.85 (P45(f12(f14(f9(x24801,x24801,a1),x24802,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2000,1644,1347,1325,1780,2039,2165,1818,1852,1898,2035,2031,318,1577,1414,1506,1418,1591,1682,1690,2396,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106])). % 87.97/87.85 cnf(2481,plain, % 87.97/87.85 (E(x24811,f12(f14(f9(x24812,x24812,a1),x24813,a1),x24811,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2482,plain, % 87.97/87.85 (P68(f12(f14(f9(x24821,x24821,a1),x24822,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2000,1644,1347,1325,1780,2039,2165,1818,1852,1888,1898,2035,2031,318,1577,1414,1506,1418,1591,1682,1690,2396,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142])). % 87.97/87.85 cnf(2483,plain, % 87.97/87.85 (E(x24831,f12(f14(f9(x24832,x24832,a1),x24833,a1),x24831,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2486,plain, % 87.97/87.85 (P6(f3(a1),f6(f31(x24861,x24862),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2000,1644,1347,1325,1780,2039,2165,1818,1852,1888,1898,2035,2031,318,1577,1414,1506,1418,1591,1682,1690,2396,1743,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,1648,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534])). % 87.97/87.85 cnf(2488,plain, % 87.97/87.85 (P5(f5(f5(f11(f18(x24881,a2),a1))),f18(x24881,a2),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2000,1644,1347,1325,1780,2039,2165,1818,1852,1888,1898,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,315,1743,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,1648,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779])). % 87.97/87.85 cnf(2489,plain, % 87.97/87.85 (P5(f5(f5(x24891)),x24891,a1)), % 87.97/87.85 inference(rename_variables,[],[1351])). % 87.97/87.85 cnf(2491,plain, % 87.97/87.85 (~P5(f3(a1),f11(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2000,1644,1347,1325,1780,2039,2165,1818,1852,1888,1898,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,315,1743,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,1648,218,204,195,216,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738])). % 87.97/87.85 cnf(2493,plain, % 87.97/87.85 (~P6(f12(f14(x24931,x24932,a1),x24933,a1),f12(f14(x24934,x24932,a1),f12(f14(f9(x24935,x24935,a1),x24936,a1),f12(f14(f9(x24931,x24934,a1),x24932,a1),x24933,a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2000,1644,1347,1325,1780,2039,2165,1818,1852,1888,1898,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,1648,218,204,195,216,160,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238])). % 87.97/87.85 cnf(2494,plain, % 87.97/87.85 (~P6(x24941,f12(f14(f9(x24942,x24942,a1),x24943,a1),x24941,a1),a1)), % 87.97/87.85 inference(rename_variables,[],[1690])). % 87.97/87.85 cnf(2496,plain, % 87.97/87.85 (P40(f12(f14(f9(x24961,x24961,a1),x24962,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2000,1644,1347,1325,1780,2039,2165,1792,1818,1852,1888,1898,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,1648,218,204,195,216,160,198,202,199,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91])). % 87.97/87.85 cnf(2497,plain, % 87.97/87.85 (E(x24971,f12(f14(f9(x24972,x24972,a1),x24973,a1),x24971,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2498,plain, % 87.97/87.85 (~P6(f12(f12(f19(x24981,a27),f19(x24981,a27),a1),f12(f19(x24981,a27),f19(x24981,a27),a1),a1),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2000,1644,1347,1325,1780,2039,2165,1792,1818,1852,1888,1898,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,1648,218,204,195,216,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902])). % 87.97/87.85 cnf(2500,plain, % 87.97/87.85 (P24(f12(f14(f9(x25001,x25001,a1),x25002,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2000,1644,1347,1325,1780,2039,2165,1792,1818,1852,1862,1888,1898,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,1942,2118,2174,1741,2373,1648,218,204,195,216,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128])). % 87.97/87.85 cnf(2501,plain, % 87.97/87.85 (E(x25011,f12(f14(f9(x25012,x25012,a1),x25013,a1),x25011,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2507,plain, % 87.97/87.85 (P12(f12(f14(f9(x25071,x25071,a1),x25072,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2000,1644,1347,1325,1780,2039,2165,1792,1802,1818,1852,1862,1888,1898,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98])). % 87.97/87.85 cnf(2508,plain, % 87.97/87.85 (E(x25081,f12(f14(f9(x25082,x25082,a1),x25083,a1),x25081,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2509,plain, % 87.97/87.85 (P19(f12(f14(f9(x25091,x25091,a1),x25092,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2000,1644,1347,1325,1780,2039,2165,1792,1802,1818,1852,1862,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150])). % 87.97/87.85 cnf(2510,plain, % 87.97/87.85 (E(x25101,f12(f14(f9(x25102,x25102,a1),x25103,a1),x25101,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2511,plain, % 87.97/87.85 (P26(f12(f14(f9(x25111,x25111,a1),x25112,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2000,1644,1347,1325,1780,2039,2165,1792,1802,1818,1844,1852,1862,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119])). % 87.97/87.85 cnf(2512,plain, % 87.97/87.85 (E(x25121,f12(f14(f9(x25122,x25122,a1),x25123,a1),x25121,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2513,plain, % 87.97/87.85 (P21(f12(f14(f9(x25131,x25131,a1),x25132,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2000,1644,1347,1325,1780,2039,2165,1792,1802,1818,1844,1852,1862,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140])). % 87.97/87.85 cnf(2514,plain, % 87.97/87.85 (E(x25141,f12(f14(f9(x25142,x25142,a1),x25143,a1),x25141,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2517,plain, % 87.97/87.85 (P3(f12(f14(f9(x25171,x25171,a1),x25172,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2000,1644,1347,1325,1780,2039,2165,1792,1794,1802,1818,1844,1852,1862,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92])). % 87.97/87.85 cnf(2518,plain, % 87.97/87.85 (E(x25181,f12(f14(f9(x25182,x25182,a1),x25183,a1),x25181,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2519,plain, % 87.97/87.85 (P29(f12(f14(f9(x25191,x25191,a1),x25192,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2000,1644,1347,1325,1780,2039,2165,1792,1794,1802,1818,1820,1844,1852,1862,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107])). % 87.97/87.85 cnf(2520,plain, % 87.97/87.85 (E(x25201,f12(f14(f9(x25202,x25202,a1),x25203,a1),x25201,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2521,plain, % 87.97/87.85 (P51(f12(f14(f9(x25211,x25211,a1),x25212,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2000,1644,1347,1325,1780,2039,2165,1792,1794,1802,1812,1818,1820,1844,1852,1862,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103])). % 87.97/87.85 cnf(2522,plain, % 87.97/87.85 (E(x25221,f12(f14(f9(x25222,x25222,a1),x25223,a1),x25221,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2523,plain, % 87.97/87.85 (~P6(f11(f12(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2000,1644,1347,1325,1780,2039,2165,1792,1794,1802,1812,1818,1820,1844,1852,1862,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741])). % 87.97/87.85 cnf(2525,plain, % 87.97/87.85 (P61(f12(f14(f9(x25251,x25251,a1),x25252,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2000,1644,1347,1325,1780,2039,2165,1792,1794,1802,1806,1812,1818,1820,1844,1852,1862,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100])). % 87.97/87.85 cnf(2526,plain, % 87.97/87.85 (E(x25261,f12(f14(f9(x25262,x25262,a1),x25263,a1),x25261,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2527,plain, % 87.97/87.85 (P18(f12(f14(f9(x25271,x25271,a1),x25272,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2000,1644,1347,1325,1780,2039,2165,1792,1794,1802,1806,1812,1818,1820,1844,1852,1862,1866,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130])). % 87.97/87.85 cnf(2528,plain, % 87.97/87.85 (E(x25281,f12(f14(f9(x25282,x25282,a1),x25283,a1),x25281,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2529,plain, % 87.97/87.85 (P63(f12(f14(f9(x25291,x25291,a1),x25292,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2000,1644,1347,1325,1780,2039,2165,1788,1792,1794,1802,1806,1812,1818,1820,1844,1852,1862,1866,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2118,2174,1741,2373,1648,218,204,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89])). % 87.97/87.85 cnf(2530,plain, % 87.97/87.85 (E(x25301,f12(f14(f9(x25302,x25302,a1),x25303,a1),x25301,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2536,plain, % 87.97/87.85 (P9(f12(f14(f9(x25361,x25361,a1),x25362,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2000,1644,1347,1325,1780,2039,2165,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1852,1862,1866,1884,1888,1898,1902,2035,2031,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2053,2118,2174,1741,2373,1648,218,204,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102])). % 87.97/87.85 cnf(2537,plain, % 87.97/87.85 (E(x25371,f12(f14(f9(x25372,x25372,a1),x25373,a1),x25371,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2540,plain, % 87.97/87.85 (P22(f12(f14(f9(x25401,x25401,a1),x25402,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2000,1644,1347,1325,1780,2039,2165,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1852,1862,1866,1884,1888,1892,1898,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2053,2118,2174,1741,2373,1648,218,204,175,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144])). % 87.97/87.85 cnf(2541,plain, % 87.97/87.85 (E(x25411,f12(f14(f9(x25412,x25412,a1),x25413,a1),x25411,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2542,plain, % 87.97/87.85 (P62(f12(f14(f9(x25421,x25421,a1),x25422,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2000,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1852,1862,1866,1884,1888,1892,1898,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2053,2118,2174,1741,2373,1648,218,204,175,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88])). % 87.97/87.85 cnf(2543,plain, % 87.97/87.85 (E(x25431,f12(f14(f9(x25432,x25432,a1),x25433,a1),x25431,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2544,plain, % 87.97/87.85 (P17(f12(f14(f9(x25441,x25441,a1),x25442,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2000,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1852,1862,1866,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2053,2118,2174,1741,2373,1648,218,204,175,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148])). % 87.97/87.85 cnf(2545,plain, % 87.97/87.85 (E(x25451,f12(f14(f9(x25452,x25452,a1),x25453,a1),x25451,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2546,plain, % 87.97/87.85 (~P6(f3(a1),f12(f12(f3(a1),f3(a1),a1),f12(f3(a1),f3(a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2000,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1852,1862,1866,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2053,2118,2174,1741,2373,1648,218,204,175,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904])). % 87.97/87.85 cnf(2548,plain, % 87.97/87.85 (P48(f12(f14(f9(x25481,x25481,a1),x25482,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2000,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1850,1852,1862,1866,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2053,2118,2174,1741,2373,1648,218,204,175,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122])). % 87.97/87.85 cnf(2549,plain, % 87.97/87.85 (E(x25491,f12(f14(f9(x25492,x25492,a1),x25493,a1),x25491,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2552,plain, % 87.97/87.85 (~P6(f12(f14(x25521,x25522,a1),f8(f14(f12(f14(f9(x25523,x25521,a1),x25522,a1),x25524,a1),f31(x25525,x25526),a1),f31(x25525,x25526),a1),a1),f12(f14(x25523,x25522,a1),x25524,a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1850,1852,1862,1866,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,1914,2279,1942,2053,2118,2174,1741,2373,1648,192,218,204,175,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236])). % 87.97/87.85 cnf(2553,plain, % 87.97/87.85 (~P6(f8(f14(x25531,f31(x25532,x25533),a1),f31(x25532,x25533),a1),x25531,a1)), % 87.97/87.85 inference(rename_variables,[],[1591])). % 87.97/87.85 cnf(2555,plain, % 87.97/87.85 (~P6(f12(f14(f9(x25551,x25551,a1),x25552,a1),f12(f31(x25553,x25554),x25555,a1),a1),x25555,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1850,1852,1862,1866,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,1648,192,218,204,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936])). % 87.97/87.85 cnf(2558,plain, % 87.97/87.85 (P42(f12(f14(f9(x25581,x25581,a1),x25582,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1844,1850,1852,1862,1866,1868,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,1648,192,218,204,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131])). % 87.97/87.85 cnf(2559,plain, % 87.97/87.85 (E(x25591,f12(f14(f9(x25592,x25592,a1),x25593,a1),x25591,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2560,plain, % 87.97/87.85 (P37(f12(f14(f9(x25601,x25601,a1),x25602,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1824,1844,1850,1852,1862,1866,1868,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,1648,192,218,204,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109])). % 87.97/87.85 cnf(2561,plain, % 87.97/87.85 (E(x25611,f12(f14(f9(x25612,x25612,a1),x25613,a1),x25611,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2562,plain, % 87.97/87.85 (P57(f12(f14(f9(x25621,x25621,a1),x25622,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1824,1844,1850,1852,1862,1866,1868,1876,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,1648,192,218,204,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135])). % 87.97/87.85 cnf(2563,plain, % 87.97/87.85 (E(x25631,f12(f14(f9(x25632,x25632,a1),x25633,a1),x25631,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2564,plain, % 87.97/87.85 (P69(f12(f14(f9(x25641,x25641,a1),x25642,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1824,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,1648,192,218,204,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136])). % 87.97/87.85 cnf(2565,plain, % 87.97/87.85 (E(x25651,f12(f14(f9(x25652,x25652,a1),x25653,a1),x25651,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2566,plain, % 87.97/87.85 (~P7(f3(a2),f12(f22(f12(f14(f9(x25661,x25661,a1),x25662,a1),f11(x25663,a2),a1)),x25663,a2),a2)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1824,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,192,218,204,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549])). % 87.97/87.85 cnf(2568,plain, % 87.97/87.85 (~P5(f12(f12(f31(x25681,x25682),f12(f12(x25683,f6(x25684,a1),a1),f5(f5(f3(a1))),a1),a1),x25684,a1),x25683,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1824,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,192,218,226,204,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094])). % 87.97/87.85 cnf(2569,plain, % 87.97/87.85 (~P5(f12(f31(x25691,x25692),f12(x25693,f5(f5(f3(a1))),a1),a1),x25693,a1)), % 87.97/87.85 inference(rename_variables,[],[2242])). % 87.97/87.85 cnf(2573,plain, % 87.97/87.85 (~P6(x25731,f11(f8(f14(f11(x25731,a1),f31(x25732,x25733),a1),f31(x25732,x25733),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2000,1985,1644,1347,1325,1780,2039,2165,1786,1788,1792,1794,1802,1806,1810,1812,1818,1820,1824,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,2553,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768])). % 87.97/87.85 cnf(2574,plain, % 87.97/87.85 (~P6(f8(f14(x25741,f31(x25742,x25743),a1),f31(x25742,x25743),a1),x25741,a1)), % 87.97/87.85 inference(rename_variables,[],[1591])). % 87.97/87.85 cnf(2578,plain, % 87.97/87.85 (~E(f12(f14(x25781,x25782,a1),f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),f12(f14(x25783,x25782,a1),f14(f9(x25781,x25783,a1),x25782,a1),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1786,1788,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,2553,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224])). % 87.97/87.85 cnf(2581,plain, % 87.97/87.85 (P27(f12(f14(f9(x25811,x25811,a1),x25812,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1786,1788,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1828,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,2553,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111])). % 87.97/87.85 cnf(2582,plain, % 87.97/87.85 (E(x25821,f12(f14(f9(x25822,x25822,a1),x25823,a1),x25821,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2583,plain, % 87.97/87.85 (~P6(f12(f8(f14(f3(a1),f31(x25831,x25832),a1),f31(x25831,x25832),a1),f8(f14(f3(a1),f31(x25831,x25832),a1),f31(x25831,x25832),a1),a1),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1786,1788,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1828,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,2553,2574,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901])). % 87.97/87.85 cnf(2584,plain, % 87.97/87.85 (~P6(f8(f14(x25841,f31(x25842,x25843),a1),f31(x25842,x25843),a1),x25841,a1)), % 87.97/87.85 inference(rename_variables,[],[1591])). % 87.97/87.85 cnf(2586,plain, % 87.97/87.85 (P52(f12(f14(f9(x25861,x25861,a1),x25862,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1786,1788,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,2553,2574,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110])). % 87.97/87.85 cnf(2587,plain, % 87.97/87.85 (E(x25871,f12(f14(f9(x25872,x25872,a1),x25873,a1),x25871,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2588,plain, % 87.97/87.85 (P16(f12(f14(f9(x25881,x25881,a1),x25882,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1786,1788,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1414,1506,1418,1591,2405,2553,2574,1682,1690,2396,2466,315,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112])). % 87.97/87.85 cnf(2589,plain, % 87.97/87.85 (E(x25891,f12(f14(f9(x25892,x25892,a1),x25893,a1),x25891,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2594,plain, % 87.97/87.85 (P11(f12(f14(f9(x25941,x25941,a1),x25942,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1786,1788,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1874,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134])). % 87.97/87.85 cnf(2595,plain, % 87.97/87.85 (E(x25951,f12(f14(f9(x25952,x25952,a1),x25953,a1),x25951,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2596,plain, % 87.97/87.85 (P59(f12(f14(f9(x25961,x25961,a1),x25962,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1782,1786,1788,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1874,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86])). % 87.97/87.85 cnf(2597,plain, % 87.97/87.85 (E(x25971,f12(f14(f9(x25972,x25972,a1),x25973,a1),x25971,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2598,plain, % 87.97/87.85 (P49(f12(f14(f9(x25981,x25981,a1),x25982,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1874,1876,1878,1884,1888,1892,1898,1900,1902,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90])). % 87.97/87.85 cnf(2599,plain, % 87.97/87.85 (E(x25991,f12(f14(f9(x25992,x25992,a1),x25993,a1),x25991,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2600,plain, % 87.97/87.85 (P35(f12(f14(f9(x26001,x26001,a1),x26002,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1874,1876,1878,1884,1888,1892,1896,1898,1900,1902,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146])). % 87.97/87.85 cnf(2601,plain, % 87.97/87.85 (E(x26011,f12(f14(f9(x26012,x26012,a1),x26013,a1),x26011,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2602,plain, % 87.97/87.85 (P7(f12(x26021,f11(x26022,a1),a1),f12(x26022,f11(x26021,a1),a1),f12(f14(f9(x26023,x26023,a1),x26024,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1874,1876,1878,1884,1888,1892,1896,1898,1900,1902,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97])). % 87.97/87.85 cnf(2603,plain, % 87.97/87.85 (E(x26031,f12(f14(f9(x26032,x26032,a1),x26033,a1),x26031,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2606,plain, % 87.97/87.85 (P14(f12(f14(f9(x26061,x26061,a1),x26062,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1874,1876,1878,1882,1884,1888,1892,1896,1898,1900,1902,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139])). % 87.97/87.85 cnf(2607,plain, % 87.97/87.85 (E(x26071,f12(f14(f9(x26072,x26072,a1),x26073,a1),x26071,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2608,plain, % 87.97/87.85 (P71(f12(f14(f9(x26081,x26081,a1),x26082,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1874,1876,1878,1882,1884,1888,1890,1892,1896,1898,1900,1902,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143])). % 87.97/87.85 cnf(2609,plain, % 87.97/87.85 (E(x26091,f12(f14(f9(x26092,x26092,a1),x26093,a1),x26091,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2610,plain, % 87.97/87.85 (P54(f12(f14(f9(x26101,x26101,a1),x26102,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1862,1866,1868,1874,1876,1878,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152])). % 87.97/87.85 cnf(2611,plain, % 87.97/87.85 (E(x26111,f12(f14(f9(x26112,x26112,a1),x26113,a1),x26111,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2612,plain, % 87.97/87.85 (P70(f12(f14(f9(x26121,x26121,a1),x26122,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1860,1862,1866,1868,1874,1876,1878,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127])). % 87.97/87.85 cnf(2613,plain, % 87.97/87.85 (E(x26131,f12(f14(f9(x26132,x26132,a1),x26133,a1),x26131,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2614,plain, % 87.97/87.85 (P41(f12(f14(f9(x26141,x26141,a1),x26142,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1860,1862,1866,1868,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137])). % 87.97/87.85 cnf(2615,plain, % 87.97/87.85 (E(x26151,f12(f14(f9(x26152,x26152,a1),x26153,a1),x26151,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2616,plain, % 87.97/87.85 (P5(f5(f5(f12(f14(f9(x26161,x26161,a1),x26162,a1),x26163,a1))),x26163,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1860,1862,1866,1868,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097])). % 87.97/87.85 cnf(2619,plain, % 87.97/87.85 (P5(x26191,x26191,f5(f5(a1)))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1860,1862,1866,1868,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571])). % 87.97/87.85 cnf(2621,plain, % 87.97/87.85 (P28(f12(f14(f9(x26211,x26211,a1),x26212,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1850,1852,1856,1860,1862,1866,1868,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125])). % 87.97/87.85 cnf(2622,plain, % 87.97/87.85 (E(x26221,f12(f14(f9(x26222,x26222,a1),x26223,a1),x26221,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2625,plain, % 87.97/87.85 (P23(f12(f14(f9(x26251,x26251,a1),x26252,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1846,1850,1852,1856,1860,1862,1866,1868,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120])). % 87.97/87.85 cnf(2626,plain, % 87.97/87.85 (E(x26261,f12(f14(f9(x26262,x26262,a1),x26263,a1),x26261,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2627,plain, % 87.97/87.85 (P5(x26271,f5(f5(f6(x26271,f5(f5(a1))))),f5(f5(a1)))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1846,1850,1852,1856,1860,1862,1866,1868,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702])). % 87.97/87.85 cnf(2628,plain, % 87.97/87.85 (P5(x26281,f5(f5(x26281)),f5(f5(a1)))), % 87.97/87.85 inference(rename_variables,[],[1780])). % 87.97/87.85 cnf(2630,plain, % 87.97/87.85 (P47(f12(f14(f9(x26301,x26301,a1),x26302,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133])). % 87.97/87.85 cnf(2631,plain, % 87.97/87.85 (E(x26311,f12(f14(f9(x26312,x26312,a1),x26313,a1),x26311,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2632,plain, % 87.97/87.85 (P53(f12(f14(f9(x26321,x26321,a1),x26322,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113])). % 87.97/87.85 cnf(2633,plain, % 87.97/87.85 (E(x26331,f12(f14(f9(x26332,x26332,a1),x26333,a1),x26331,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2634,plain, % 87.97/87.85 (~E(f12(f31(x26341,x26342),f31(x26341,x26342),a1),f3(a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542])). % 87.97/87.85 cnf(2636,plain, % 87.97/87.85 (~P6(f6(f11(x26361,a1),a1),x26361,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773])). % 87.97/87.85 cnf(2638,plain, % 87.97/87.85 (P55(f12(f14(f9(x26381,x26381,a1),x26382,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115])). % 87.97/87.85 cnf(2639,plain, % 87.97/87.85 (E(x26391,f12(f14(f9(x26392,x26392,a1),x26393,a1),x26391,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2640,plain, % 87.97/87.85 (P38(f12(f14(f9(x26401,x26401,a1),x26402,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117])). % 87.97/87.85 cnf(2641,plain, % 87.97/87.85 (E(x26411,f12(f14(f9(x26412,x26412,a1),x26413,a1),x26411,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2642,plain, % 87.97/87.85 (P6(f3(a1),f31(x26421,x26422),f12(f14(f9(x26423,x26423,a1),x26424,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80])). % 87.97/87.85 cnf(2643,plain, % 87.97/87.85 (E(x26431,f12(f14(f9(x26432,x26432,a1),x26433,a1),x26431,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2644,plain, % 87.97/87.85 (P43(f12(f14(f9(x26441,x26441,a1),x26442,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118])). % 87.97/87.85 cnf(2645,plain, % 87.97/87.85 (E(x26451,f12(f14(f9(x26452,x26452,a1),x26453,a1),x26451,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2650,plain, % 87.97/87.85 (P50(f12(f14(f9(x26501,x26501,a1),x26502,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94])). % 87.97/87.85 cnf(2651,plain, % 87.97/87.85 (E(x26511,f12(f14(f9(x26512,x26512,a1),x26513,a1),x26511,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2652,plain, % 87.97/87.85 (P56(f12(f14(f9(x26521,x26521,a1),x26522,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145])). % 87.97/87.85 cnf(2653,plain, % 87.97/87.85 (E(x26531,f12(f14(f9(x26532,x26532,a1),x26533,a1),x26531,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2654,plain, % 87.97/87.85 (~P7(f14(f12(f18(f20(a30,a35,a2),a2),a32,a1),f3(a1),a1),f4(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1508,1506,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816])). % 87.97/87.85 cnf(2660,plain, % 87.97/87.85 (~E(f6(f31(x26601,x26602),a1),f3(a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418])). % 87.97/87.85 cnf(2664,plain, % 87.97/87.85 (P67(f12(f14(f9(x26641,x26641,a1),x26642,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132])). % 87.97/87.85 cnf(2665,plain, % 87.97/87.85 (E(x26651,f12(f14(f9(x26652,x26652,a1),x26653,a1),x26651,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2666,plain, % 87.97/87.85 (~E(f11(f12(f22(f12(f14(f9(x26661,x26661,a1),x26662,a1),f11(x26663,a2),a1)),x26663,a2),a2),f3(a2))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416])). % 87.97/87.85 cnf(2668,plain, % 87.97/87.85 (P66(f12(f14(f9(x26681,x26681,a1),x26682,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104])). % 87.97/87.85 cnf(2669,plain, % 87.97/87.85 (E(x26691,f12(f14(f9(x26692,x26692,a1),x26693,a1),x26691,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2670,plain, % 87.97/87.85 (P34(f12(f14(f9(x26701,x26701,a1),x26702,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105])). % 87.97/87.85 cnf(2671,plain, % 87.97/87.85 (E(x26711,f12(f14(f9(x26712,x26712,a1),x26713,a1),x26711,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2672,plain, % 87.97/87.85 (P10(f12(f14(f9(x26721,x26721,a1),x26722,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,1743,2348,2367,1761,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116])). % 87.97/87.85 cnf(2673,plain, % 87.97/87.85 (E(x26731,f12(f14(f9(x26732,x26732,a1),x26733,a1),x26731,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2679,plain, % 87.97/87.85 (P32(f12(f14(f9(x26791,x26791,a1),x26792,a1),f5(f5(a2)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82])). % 87.97/87.85 cnf(2680,plain, % 87.97/87.85 (E(x26801,f12(f14(f9(x26802,x26802,a1),x26803,a1),x26801,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2681,plain, % 87.97/87.85 (~P6(f12(f19(f22(x26811),a27),f12(f31(x26812,x26813),x26814,a1),a1),x26814,a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935])). % 87.97/87.85 cnf(2684,plain, % 87.97/87.85 (P46(f12(f14(f9(x26841,x26841,a1),x26842,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1856,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93])). % 87.97/87.85 cnf(2685,plain, % 87.97/87.85 (E(x26851,f12(f14(f9(x26852,x26852,a1),x26853,a1),x26851,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2686,plain, % 87.97/87.85 (P44(f12(f14(f9(x26861,x26861,a1),x26862,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126])). % 87.97/87.85 cnf(2687,plain, % 87.97/87.85 (E(x26871,f12(f14(f9(x26872,x26872,a1),x26873,a1),x26871,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2688,plain, % 87.97/87.85 (P58(f12(f14(f9(x26881,x26881,a1),x26882,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141])). % 87.97/87.85 cnf(2689,plain, % 87.97/87.85 (E(x26891,f12(f14(f9(x26892,x26892,a1),x26893,a1),x26891,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2690,plain, % 87.97/87.85 (P30(f12(f14(f9(x26901,x26901,a1),x26902,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1806,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1854,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124])). % 87.97/87.85 cnf(2691,plain, % 87.97/87.85 (E(x26911,f12(f14(f9(x26912,x26912,a1),x26913,a1),x26911,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2692,plain, % 87.97/87.85 (P4(f12(f14(f9(x26921,x26921,a1),x26922,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1806,1808,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1854,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101])). % 87.97/87.85 cnf(2693,plain, % 87.97/87.85 (E(x26931,f12(f14(f9(x26932,x26932,a1),x26933,a1),x26931,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2694,plain, % 87.97/87.85 (E(f8(x26941,f3(a1),a1),f3(a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1806,1808,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1854,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594])). % 87.97/87.85 cnf(2697,plain, % 87.97/87.85 (P33(f12(f14(f9(x26971,x26971,a1),x26972,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1854,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99])). % 87.97/87.85 cnf(2698,plain, % 87.97/87.85 (E(x26981,f12(f14(f9(x26982,x26982,a1),x26983,a1),x26981,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2699,plain, % 87.97/87.85 (~P5(f11(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1850,1852,1854,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742])). % 87.97/87.85 cnf(2701,plain, % 87.97/87.85 (P64(f12(f14(f9(x27011,x27011,a1),x27012,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121])). % 87.97/87.85 cnf(2702,plain, % 87.97/87.85 (E(x27021,f12(f14(f9(x27022,x27022,a1),x27023,a1),x27021,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2703,plain, % 87.97/87.85 (P65(f12(f14(f9(x27031,x27031,a1),x27032,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108])). % 87.97/87.85 cnf(2704,plain, % 87.97/87.85 (E(x27041,f12(f14(f9(x27042,x27042,a1),x27043,a1),x27041,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2705,plain, % 87.97/87.85 (P20(f12(f14(f9(x27051,x27051,a1),x27052,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2000,1985,1644,328,1347,1325,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129])). % 87.97/87.85 cnf(2706,plain, % 87.97/87.85 (E(x27061,f12(f14(f9(x27062,x27062,a1),x27063,a1),x27061,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2707,plain, % 87.97/87.85 (~E(f12(f22(f11(x27071,f5(f5(a2)))),x27071,f5(f5(a2))),f3(f5(f5(a2))))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561])). % 87.97/87.85 cnf(2708,plain, % 87.97/87.85 (~E(f22(x27081),x27081)), % 87.97/87.85 inference(rename_variables,[],[327])). % 87.97/87.85 cnf(2710,plain, % 87.97/87.85 (P60(f12(f14(f9(x27101,x27101,a1),x27102,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87])). % 87.97/87.85 cnf(2711,plain, % 87.97/87.85 (E(x27111,f12(f14(f9(x27112,x27112,a1),x27113,a1),x27111,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2712,plain, % 87.97/87.85 (P5(f12(f14(x27121,x27122,a1),f12(f14(f9(x27123,x27123,a1),x27124,a1),f12(f14(f9(x27125,x27121,a1),x27122,a1),x27126,a1),a1),a1),f12(f14(x27125,x27122,a1),x27126,a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241])). % 87.97/87.85 cnf(2713,plain, % 87.97/87.85 (P5(f12(f14(f9(x27131,x27131,a1),x27132,a1),x27133,a1),x27133,a1)), % 87.97/87.85 inference(rename_variables,[],[1958])). % 87.97/87.85 cnf(2715,plain, % 87.97/87.85 (P25(f12(f14(f9(x27151,x27151,a1),x27152,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114])). % 87.97/87.85 cnf(2716,plain, % 87.97/87.85 (E(x27161,f12(f14(f9(x27162,x27162,a1),x27163,a1),x27161,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2718,plain, % 87.97/87.85 (~P6(x27181,x27181,f5(f5(a1)))), % 87.97/87.85 inference(rename_variables,[],[2348])). % 87.97/87.85 cnf(2719,plain, % 87.97/87.85 (~E(f11(f31(x27191,x27192),a1),f31(x27191,x27192))), % 87.97/87.85 inference(scs_inference,[],[1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1988,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2367,1761,2384,2242,2393,2408,2436,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411])). % 87.97/87.85 cnf(2722,plain, % 87.97/87.85 (P7(f12(x27221,f11(x27222,a1),a1),f12(x27222,f11(x27221,a1),a1),f5(f5(a1)))), % 87.97/87.85 inference(rename_variables,[],[1800])). % 87.97/87.85 cnf(2723,plain, % 87.97/87.85 (E(f12(f14(f9(x27231,x27231,a1),x27232,a1),x27233,a1),x27233)), % 87.97/87.85 inference(rename_variables,[],[1453])). % 87.97/87.85 cnf(2725,plain, % 87.97/87.85 (~P6(x27251,x27251,f5(f5(a1)))), % 87.97/87.85 inference(rename_variables,[],[2348])). % 87.97/87.85 cnf(2727,plain, % 87.97/87.85 (~P5(f12(f31(x27271,x27272),f12(x27273,f5(f5(f3(a1))),a1),a1),x27273,a1)), % 87.97/87.85 inference(rename_variables,[],[2242])). % 87.97/87.85 cnf(2729,plain, % 87.97/87.85 (~P6(f8(f14(f11(f3(a1),a1),f31(x27291,x27292),a1),f31(x27291,x27292),a1),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1988,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706])). % 87.97/87.85 cnf(2731,plain, % 87.97/87.85 (~P5(f11(f11(f31(x27311,x27312),a1),a1),f11(f31(x27311,x27312),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2031,1961,1988,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720])). % 87.97/87.85 cnf(2733,plain, % 87.97/87.85 (P39(f12(f14(f9(x27331,x27331,a1),x27332,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2031,1961,1988,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76])). % 87.97/87.85 cnf(2734,plain, % 87.97/87.85 (E(x27341,f12(f14(f9(x27342,x27342,a1),x27343,a1),x27341,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2737,plain, % 87.97/87.85 (~E(x27371,f12(f31(x27372,x27373),f12(f5(f5(x27371)),f5(f5(f3(a1))),a1),a1))), % 87.97/87.85 inference(scs_inference,[],[1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83])). % 87.97/87.85 cnf(2738,plain, % 87.97/87.85 (~P5(f12(f31(x27381,x27382),f12(x27383,f5(f5(f3(a1))),a1),a1),x27383,a1)), % 87.97/87.85 inference(rename_variables,[],[2242])). % 87.97/87.85 cnf(2739,plain, % 87.97/87.85 (P31(f12(f14(f9(x27391,x27391,a1),x27392,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2069,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81])). % 87.97/87.85 cnf(2740,plain, % 87.97/87.85 (E(x27401,f12(f14(f9(x27402,x27402,a1),x27403,a1),x27401,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2741,plain, % 87.97/87.85 (P2(f12(f14(f9(x27411,x27411,a1),x27412,a1),f5(f5(a1)),a1))), % 87.97/87.85 inference(scs_inference,[],[1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2000,1985,1644,328,1347,1325,327,1780,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2069,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77])). % 87.97/87.85 cnf(2742,plain, % 87.97/87.85 (E(x27421,f12(f14(f9(x27422,x27422,a1),x27423,a1),x27421,a1))), % 87.97/87.85 inference(rename_variables,[],[1773])). % 87.97/87.85 cnf(2743,plain, % 87.97/87.85 (~E(f5(f5(f31(x27431,x27432))),f3(a1))), % 87.97/87.85 inference(scs_inference,[],[1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2000,1985,1644,328,1347,1325,327,1780,2628,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2069,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84])). % 87.97/87.85 cnf(2744,plain, % 87.97/87.85 (P5(x27441,f5(f5(x27441)),f5(f5(a1)))), % 87.97/87.85 inference(rename_variables,[],[1780])). % 87.97/87.85 cnf(2745,plain, % 87.97/87.85 (P1(f12(f14(f9(x27451,x27451,a1),x27452,a1),f5(f5(a27)),a1))), % 87.97/87.85 inference(scs_inference,[],[1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,1780,2628,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75])). % 87.97/87.85 cnf(2747,plain, % 87.97/87.85 (~E(f22(f12(f14(x27471,x27472,a1),x27473,a1)),f12(f14(x27474,x27472,a1),f12(f14(f9(x27471,x27474,a1),x27472,a1),x27473,a1),a1))), % 87.97/87.85 inference(scs_inference,[],[1447,1453,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2039,2165,2439,1774,1800,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3])). % 87.97/87.85 cnf(2748,plain, % 87.97/87.85 (~E(f22(x27481),x27481)), % 87.97/87.85 inference(rename_variables,[],[327])). % 87.97/87.85 cnf(2749,plain, % 87.97/87.85 (P7(f11(x27491,a1),f12(x27491,f11(f14(f9(x27492,x27492,a1),x27493,a1),a1),a1),f5(f5(a1)))), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95])). % 87.97/87.85 cnf(2752,plain, % 87.97/87.85 (~P5(f12(f31(x27521,x27522),f8(f14(x27523,f19(f22(x27524),a27),a1),f19(f22(x27524),a27),a1),a1),x27523,a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,2183,1942,2053,2062,2118,2174,1741,2373,1749,197,1648,1305,1611,176,185,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088])). % 87.97/87.85 cnf(2754,plain, % 87.97/87.85 (P5(f3(a1),f19(x27541,a27),a1)), % 87.97/87.85 inference(rename_variables,[],[305])). % 87.97/87.85 cnf(2756,plain, % 87.97/87.85 (~P5(f5(f5(f31(x27561,x27562))),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,1349,1351,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,2183,1942,2053,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,176,185,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618])). % 87.97/87.85 cnf(2758,plain, % 87.97/87.85 (~P6(x27581,f14(f8(f8(f14(x27581,f19(f22(x27582),a27),a1),f19(f22(x27582),a27),a1),f31(x27583,x27584),a1),f31(x27583,x27584),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,1349,1351,310,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,1958,2361,1914,2186,2279,2205,2183,1942,2053,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,176,185,192,217,218,226,204,253,164,175,270,195,216,252,160,198,202,199,200,174,161,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082])). % 87.97/87.85 cnf(2765,plain, % 87.97/87.85 (P5(f5(f5(x27651)),x27651,a1)), % 87.97/87.85 inference(rename_variables,[],[1351])). % 87.97/87.85 cnf(2774,plain, % 87.97/87.85 (P5(f5(f5(x27741)),x27741,a1)), % 87.97/87.85 inference(rename_variables,[],[1351])). % 87.97/87.85 cnf(2776,plain, % 87.97/87.85 (~P5(f38(a30,a28),f34(a30,a28),f5(f5(a1)))), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,1351,2489,2765,310,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,1914,2186,2279,2205,2183,1942,2053,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,176,185,192,217,218,226,204,253,164,175,181,270,195,216,252,160,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798])). % 87.97/87.85 cnf(2777,plain, % 87.97/87.85 (~P6(x27771,x27771,f5(f5(a1)))), % 87.97/87.85 inference(rename_variables,[],[2348])). % 87.97/87.85 cnf(2779,plain, % 87.97/87.85 (~P6(f3(a1),f14(f8(f14(f3(a1),f19(f22(x27791),a27),a1),f31(x27792,x27793),a1),f31(x27792,x27793),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,1351,2489,2765,310,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,1914,2186,2279,2205,2250,2183,1942,2053,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,176,185,192,217,218,226,204,253,164,175,181,270,195,216,252,160,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951])). % 87.97/87.85 cnf(2783,plain, % 87.97/87.85 (P5(x27831,f5(f5(x27831)),f5(f5(a1)))), % 87.97/87.85 inference(rename_variables,[],[1780])). % 87.97/87.85 cnf(2786,plain, % 87.97/87.85 (P5(x27861,f5(f5(x27861)),a1)), % 87.97/87.85 inference(rename_variables,[],[1349])). % 87.97/87.85 cnf(2788,plain, % 87.97/87.85 (~E(f12(x27881,f12(f22(f12(f14(f9(x27882,x27882,a1),x27883,a1),f11(x27884,a2),a1)),x27884,a2),a2),x27881)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2744,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,1351,2489,2765,310,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,1914,2186,2279,2205,2250,2183,1942,2053,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547])). % 87.97/87.85 cnf(2790,plain, % 87.97/87.85 (~P6(f9(x27901,x27901,a1),f9(x27902,x27902,a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,1780,2628,2744,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,1351,2489,2765,310,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,1914,2186,2279,2205,2250,2183,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083])). % 87.97/87.85 cnf(2793,plain, % 87.97/87.85 (~E(f10(f22(f4(f5(f5(a2)))),f5(f5(a2))),f4(f5(f5(a2))))), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,1351,2489,2765,310,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,1914,2186,2279,2205,2250,2183,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429])). % 87.97/87.85 cnf(2800,plain, % 87.97/87.85 (P6(f3(a1),f5(f5(f12(f4(a1),f6(x28001,a1),a1))),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,2786,1351,2489,2765,310,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,1914,2186,2279,2205,2250,2183,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796])). % 87.97/87.85 cnf(2801,plain, % 87.97/87.85 (P5(x28011,f5(f5(x28011)),a1)), % 87.97/87.85 inference(rename_variables,[],[1349])). % 87.97/87.85 cnf(2803,plain, % 87.97/87.85 (P5(f10(f5(f5(f12(f4(a1),f6(x28031,a1),a1))),a1),f10(f12(f4(a1),f6(x28031,a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,2786,2801,1351,2489,2765,310,318,1577,1579,1414,1660,305,1508,1506,1563,1418,262,1591,2405,2553,2574,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,1914,2186,2279,2205,2250,2183,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844])). % 87.97/87.85 cnf(2804,plain, % 87.97/87.85 (P5(x28041,f5(f5(x28041)),a1)), % 87.97/87.85 inference(rename_variables,[],[1349])). % 87.97/87.85 cnf(2807,plain, % 87.97/87.85 (~P6(f8(f14(x28071,f31(x28072,x28073),a1),f31(x28072,x28073),a1),x28071,a1)), % 87.97/87.85 inference(rename_variables,[],[1591])). % 87.97/87.85 cnf(2811,plain, % 87.97/87.85 (~P6(f3(a1),f8(f12(f14(f9(x28111,x28111,a1),x28112,a1),f3(a1),a1),f31(x28113,x28114),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,2786,2801,1351,2489,2765,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1591,2405,2553,2574,2584,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,2013,1914,2186,2279,2205,2250,2183,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952])). % 87.97/87.85 cnf(2817,plain, % 87.97/87.85 (~P5(f14(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2197,1349,2786,2801,1351,2489,2765,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1591,2405,2553,2574,2584,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,2013,1914,2186,2279,2205,2250,2180,2183,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999])). % 87.97/87.85 cnf(2825,plain, % 87.97/87.85 (P5(x28251,f5(f5(x28251)),a1)), % 87.97/87.85 inference(rename_variables,[],[1349])). % 87.97/87.85 cnf(2829,plain, % 87.97/87.85 (P7(f12(x28291,f11(x28292,a1),a1),f12(x28291,f11(x28292,a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,1351,2489,2765,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1591,2405,2553,2574,2584,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2262,2461,1958,2361,2013,1914,2186,2279,2205,2250,2180,2183,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802])). % 87.97/87.85 cnf(2834,plain, % 87.97/87.85 (~P5(f12(f12(f5(f5(f31(x28341,x28342))),x28343,a1),f5(f5(f3(a1))),a1),x28343,a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1591,2405,2553,2574,2584,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2186,2279,2205,2250,2180,2183,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063])). % 87.97/87.85 cnf(2835,plain, % 87.97/87.85 (~P5(f12(f31(x28351,x28352),f12(x28353,f5(f5(f3(a1))),a1),a1),x28353,a1)), % 87.97/87.85 inference(rename_variables,[],[2242])). % 87.97/87.85 cnf(2836,plain, % 87.97/87.85 (P5(x28361,f5(f5(x28361)),a1)), % 87.97/87.85 inference(rename_variables,[],[1349])). % 87.97/87.85 cnf(2841,plain, % 87.97/87.85 (~P6(f14(f8(f14(f8(x28411,f19(f22(x28412),a27),a1),f31(x28413,x28414),a1),f31(x28413,x28414),a1),f19(f22(x28412),a27),a1),x28411,a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1591,2405,2553,2574,2584,2807,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2186,2279,2205,2250,2180,2183,2237,1942,2053,2215,2062,2118,2387,2174,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109])). % 87.97/87.85 cnf(2842,plain, % 87.97/87.85 (~P6(f8(f14(x28421,f31(x28422,x28423),a1),f31(x28422,x28423),a1),x28421,a1)), % 87.97/87.85 inference(rename_variables,[],[1591])). % 87.97/87.85 cnf(2849,plain, % 87.97/87.85 (~P6(f8(f14(x28491,f31(x28492,x28493),a1),f31(x28492,x28493),a1),x28491,a1)), % 87.97/87.85 inference(rename_variables,[],[1591])). % 87.97/87.85 cnf(2851,plain, % 87.97/87.85 (~P6(x28511,f12(f14(f9(x28512,x28512,a1),x28513,a1),f14(f8(x28511,f31(x28514,x28515),a1),f31(x28514,x28515),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,192,217,218,226,204,241,253,164,175,181,270,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081])). % 87.97/87.85 cnf(2852,plain, % 87.97/87.85 (~P6(x28521,f8(f12(f14(f9(x28522,x28522,a1),x28523,a1),f14(x28521,f31(x28524,x28525),a1),a1),f31(x28524,x28525),a1),a1)), % 87.97/87.85 inference(rename_variables,[],[2116])). % 87.97/87.85 cnf(2860,plain, % 87.97/87.85 (~P7(f14(f14(f4(a1),f3(a1),a1),f4(a1),a1),f14(f14(f4(a1),f4(a1),a1),f4(a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100])). % 87.97/87.85 cnf(2862,plain, % 87.97/87.85 (E(f5(f5(f3(a1))),f8(f5(f5(f14(f5(f5(f3(a1))),f31(x28621,x28622),a1))),f31(x28621,x28622),a1))), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684])). % 87.97/87.85 cnf(2877,plain, % 87.97/87.85 (~P5(f3(a1),f14(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993])). % 87.97/87.85 cnf(2879,plain, % 87.97/87.85 (~P6(x28791,f14(f12(f14(f9(x28792,x28792,a1),x28793,a1),f8(x28791,f19(f22(x28794),a27),a1),a1),f19(f22(x28794),a27),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,2494,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111])). % 87.97/87.85 cnf(2880,plain, % 87.97/87.85 (~P6(x28801,f12(f14(f9(x28802,x28802,a1),x28803,a1),x28801,a1),a1)), % 87.97/87.85 inference(rename_variables,[],[1690])). % 87.97/87.85 cnf(2884,plain, % 87.97/87.85 (~E(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f3(a1))), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,2494,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,233,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552])). % 87.97/87.85 cnf(2886,plain, % 87.97/87.85 (~P5(f3(a1),f14(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,2494,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,233,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994])). % 87.97/87.85 cnf(2888,plain, % 87.97/87.85 (~P7(f14(f4(a1),f14(f4(a1),f3(a1),a1),a1),f14(f4(a1),f14(f4(a1),f4(a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,2494,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,233,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099])). % 87.97/87.85 cnf(2890,plain, % 87.97/87.85 (~P6(x28901,f12(f5(f5(f14(f9(x28902,x28902,a1),x28903,a1))),x28901,a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,2494,2880,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,233,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061])). % 87.97/87.85 cnf(2891,plain, % 87.97/87.85 (~P6(x28911,f12(f14(f9(x28912,x28912,a1),x28913,a1),x28911,a1),a1)), % 87.97/87.85 inference(rename_variables,[],[1690])). % 87.97/87.85 cnf(2892,plain, % 87.97/87.85 (P5(f5(f5(x28921)),x28921,a1)), % 87.97/87.85 inference(rename_variables,[],[1351])). % 87.97/87.85 cnf(2894,plain, % 87.97/87.85 (~P5(f14(f12(f31(x28941,x28942),f12(f8(x28943,f19(f22(x28944),a27),a1),f5(f5(f3(a1))),a1),a1),f19(f22(x28944),a27),a1),x28943,a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,1682,1404,1398,1357,1581,1690,2396,2466,2494,2880,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,217,218,226,233,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110])). % 87.97/87.85 cnf(2895,plain, % 87.97/87.85 (~P5(f12(f31(x28951,x28952),f12(x28953,f5(f5(f3(a1))),a1),a1),x28953,a1)), % 87.97/87.85 inference(rename_variables,[],[2242])). % 87.97/87.85 cnf(2899,plain, % 87.97/87.85 (P5(x28991,f5(f5(x28991)),a1)), % 87.97/87.85 inference(rename_variables,[],[1349])). % 87.97/87.85 cnf(2901,plain, % 87.97/87.85 (~P6(f8(f14(f12(f19(f22(x29011),a27),x29012,a1),f31(x29013,x29014),a1),f31(x29013,x29014),a1),x29012,a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,1682,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922])). % 87.97/87.85 cnf(2902,plain, % 87.97/87.85 (~P6(f8(f14(x29021,f31(x29022,x29023),a1),f31(x29022,x29023),a1),x29021,a1)), % 87.97/87.85 inference(rename_variables,[],[1591])). % 87.97/87.85 cnf(2908,plain, % 87.97/87.85 (~P5(f4(a1),f10(f12(f3(a1),f3(a1),a1),a1),a1)), % 87.97/87.85 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,1682,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764])). % 87.97/87.86 cnf(2910,plain, % 87.97/87.86 (~P6(f14(f8(f14(f3(a1),f31(x29101,x29102),a1),f31(x29101,x29102),a1),x29103,a1),f14(f8(f14(f3(a1),f31(x29101,x29102),a1),f31(x29101,x29102),a1),x29104,a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,1682,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,153,2022,1743,2348,2718,2725,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1596,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144])). % 87.97/87.86 cnf(2911,plain, % 87.97/87.86 (~P6(f8(f14(x29111,f31(x29112,x29113),a1),f31(x29112,x29113),a1),x29111,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2912,plain, % 87.97/87.86 (~P6(x29121,f8(f14(x29121,f31(x29122,x29123),a1),f31(x29122,x29123),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1596])). % 87.97/87.86 cnf(2917,plain, % 87.97/87.86 (~P6(f8(f14(a32,f31(x29171,x29172),a1),f31(x29171,x29172),a1),f34(a30,a28),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,1682,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,2387,2174,1369,1741,2373,1749,197,1648,1596,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065])). % 87.97/87.86 cnf(2918,plain, % 87.97/87.86 (~P6(f8(f14(x29181,f31(x29182,x29183),a1),f31(x29182,x29183),a1),x29181,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2923,plain, % 87.97/87.86 (~P6(f8(f14(x29231,f31(x29232,x29233),a1),f31(x29232,x29233),a1),x29231,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2924,plain, % 87.97/87.86 (~P6(x29241,f8(f14(x29241,f31(x29242,x29243),a1),f31(x29242,x29243),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1596])). % 87.97/87.86 cnf(2927,plain, % 87.97/87.86 (~P6(f8(f14(x29271,f31(x29272,x29273),a1),f31(x29272,x29273),a1),x29271,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2929,plain, % 87.97/87.86 (~P6(f10(f15(f6(f4(a1),a1)),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,1682,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756])). % 87.97/87.86 cnf(2931,plain, % 87.97/87.86 (~P5(f12(f31(x29311,x29312),f14(f8(x29313,f19(f22(x29314),a27),a1),f19(f22(x29314),a27),a1),a1),x29313,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,1682,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093])). % 87.97/87.86 cnf(2933,plain, % 87.97/87.86 (P5(f3(a1),f19(x29331,a27),a1)), % 87.97/87.86 inference(rename_variables,[],[305])). % 87.97/87.86 cnf(2938,plain, % 87.97/87.86 (~P6(f8(f14(x29381,f31(x29382,x29383),a1),f31(x29382,x29383),a1),x29381,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2940,plain, % 87.97/87.86 (~P6(f8(x29401,f8(f14(f3(a1),f31(x29402,x29403),a1),f31(x29402,x29403),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,1682,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014])). % 87.97/87.86 cnf(2941,plain, % 87.97/87.86 (~P6(f8(f14(x29411,f31(x29412,x29413),a1),f31(x29412,x29413),a1),x29411,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2942,plain, % 87.97/87.86 (~P6(x29421,f8(f14(x29421,f31(x29422,x29423),a1),f31(x29422,x29423),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1596])). % 87.97/87.86 cnf(2947,plain, % 87.97/87.86 (~P5(f3(a1),f8(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010])). % 87.97/87.86 cnf(2952,plain, % 87.97/87.86 (~P6(f8(f14(x29521,f31(x29522,x29523),a1),f31(x29522,x29523),a1),x29521,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2953,plain, % 87.97/87.86 (~P6(x29531,f8(f14(x29531,f31(x29532,x29533),a1),f31(x29532,x29533),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1596])). % 87.97/87.86 cnf(2957,plain, % 87.97/87.86 (~P6(f3(a1),f8(x29571,f8(f14(f3(a1),f31(x29572,x29573),a1),f31(x29572,x29573),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008])). % 87.97/87.86 cnf(2958,plain, % 87.97/87.86 (~P6(f8(f14(x29581,f31(x29582,x29583),a1),f31(x29582,x29583),a1),x29581,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2959,plain, % 87.97/87.86 (~P6(x29591,f8(f14(x29591,f31(x29592,x29593),a1),f31(x29592,x29593),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1596])). % 87.97/87.86 cnf(2961,plain, % 87.97/87.86 (~P6(f8(f8(f14(f3(a1),f31(x29611,x29612),a1),f31(x29611,x29612),a1),x29613,a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015])). % 87.97/87.86 cnf(2962,plain, % 87.97/87.86 (~P6(f8(f14(x29621,f31(x29622,x29623),a1),f31(x29622,x29623),a1),x29621,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2965,plain, % 87.97/87.86 (~P5(f3(a1),f8(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011])). % 87.97/87.86 cnf(2969,plain, % 87.97/87.86 (~P5(f12(f31(x29691,x29692),f12(f12(x29693,f5(f5(f3(a1))),a1),f5(f5(f3(a1))),a1),a1),x29693,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932])). % 87.97/87.86 cnf(2970,plain, % 87.97/87.86 (~P5(f12(f31(x29701,x29702),f12(x29703,f5(f5(f3(a1))),a1),a1),x29703,a1)), % 87.97/87.86 inference(rename_variables,[],[2242])). % 87.97/87.86 cnf(2971,plain, % 87.97/87.86 (P5(x29711,f5(f5(x29711)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(2973,plain, % 87.97/87.86 (~P6(f8(f14(f12(f5(f5(f3(a1))),x29731,a1),f31(x29732,x29733),a1),f31(x29732,x29733),a1),x29731,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929])). % 87.97/87.86 cnf(2974,plain, % 87.97/87.86 (~P6(f8(f14(x29741,f31(x29742,x29743),a1),f31(x29742,x29743),a1),x29741,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2975,plain, % 87.97/87.86 (P5(x29751,f5(f5(x29751)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(2979,plain, % 87.97/87.86 (~P5(f8(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019])). % 87.97/87.86 cnf(2983,plain, % 87.97/87.86 (~P5(f12(f31(x29831,x29832),f12(f12(f5(f5(f3(a1))),x29833,a1),f5(f5(f3(a1))),a1),a1),x29833,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931])). % 87.97/87.86 cnf(2984,plain, % 87.97/87.86 (~P5(f12(f31(x29841,x29842),f12(x29843,f5(f5(f3(a1))),a1),a1),x29843,a1)), % 87.97/87.86 inference(rename_variables,[],[2242])). % 87.97/87.86 cnf(2985,plain, % 87.97/87.86 (P5(x29851,f5(f5(x29851)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(2987,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x29871),a27),x29872,a1),f31(x29873,x29874),a1),f31(x29873,x29874),a1),x29872,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930])). % 87.97/87.86 cnf(2988,plain, % 87.97/87.86 (~P6(f8(f14(x29881,f31(x29882,x29883),a1),f31(x29882,x29883),a1),x29881,a1)), % 87.97/87.86 inference(rename_variables,[],[1591])). % 87.97/87.86 cnf(2992,plain, % 87.97/87.86 (P5(f3(a1),f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,1351,2489,2765,2774,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2262,2461,1958,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017])). % 87.97/87.86 cnf(2996,plain, % 87.97/87.86 (P5(f5(f5(x29961)),x29961,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3000,plain, % 87.97/87.86 (~P6(f12(f3(a1),x30001,a1),x30001,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3002,plain, % 87.97/87.86 (~P5(f8(x30021,f12(f3(a1),f3(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,1351,2489,2765,2774,2892,1340,310,318,307,1577,1579,1414,1660,305,2754,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1547,3000,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069])). % 87.97/87.86 cnf(3003,plain, % 87.97/87.86 (~P6(f12(f3(a1),x30031,a1),x30031,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3006,plain, % 87.97/87.86 (P5(x30061,f5(f5(x30061)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3007,plain, % 87.97/87.86 (P5(x30071,f5(f5(x30071)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3009,plain, % 87.97/87.86 (P5(f5(f5(f3(a1))),f8(f5(f5(f14(f5(f5(f3(a1))),f9(x30091,x30091,a1),a1))),f9(x30091,x30091,a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,1351,2489,2765,2774,2892,2996,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,1704,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1547,3000,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161])). % 87.97/87.86 cnf(3010,plain, % 87.97/87.86 (P5(f5(f5(x30101)),x30101,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3011,plain, % 87.97/87.86 (P5(x30111,f5(f5(x30111)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3013,plain, % 87.97/87.86 (~P5(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f8(x30131,f12(f3(a1),f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,1351,2489,2765,2774,2892,2996,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,1704,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1547,3000,3003,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067])). % 87.97/87.86 cnf(3014,plain, % 87.97/87.86 (~P6(f12(f3(a1),x30141,a1),x30141,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3016,plain, % 87.97/87.86 (~P6(f3(a1),f12(f14(f9(x30161,x30161,a1),x30162,a1),f8(x30163,f12(f3(a1),f3(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,1351,2489,2765,2774,2892,2996,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,1704,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1547,3000,3003,3014,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002])). % 87.97/87.86 cnf(3017,plain, % 87.97/87.86 (~P6(f12(f3(a1),x30171,a1),x30171,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3018,plain, % 87.97/87.86 (~P6(x30181,f12(f14(f9(x30182,x30182,a1),x30183,a1),x30181,a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1690])). % 87.97/87.86 cnf(3020,plain, % 87.97/87.86 (~P6(f8(f14(f8(x30201,f12(f3(a1),f3(a1),a1),a1),f31(x30202,x30203),a1),f31(x30202,x30203),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,1351,2489,2765,2774,2892,2996,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,2988,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,1704,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1305,1547,3000,3003,3014,3017,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002,1000])). % 87.97/87.86 cnf(3021,plain, % 87.97/87.86 (~P6(f12(f3(a1),x30211,a1),x30211,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3026,plain, % 87.97/87.86 (P5(x30261,f5(f5(x30261)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3028,plain, % 87.97/87.86 (P5(x30281,f5(f5(x30281)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3031,plain, % 87.97/87.86 (~P6(f12(f3(a1),x30311,a1),x30311,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3035,plain, % 87.97/87.86 (P5(x30351,f5(f5(x30351)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3037,plain, % 87.97/87.86 (P5(f5(f5(x30371)),x30371,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3042,plain, % 87.97/87.86 (P5(x30421,f5(f5(x30421)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3048,plain, % 87.97/87.86 (P5(x30481,f5(f5(x30481)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3051,plain, % 87.97/87.86 (P5(x30511,f5(f5(x30511)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3053,plain, % 87.97/87.86 (P5(f8(f5(f5(f14(f5(f5(f3(a1))),f9(x30531,x30531,a1),a1))),f9(x30531,x30531,a1),a1),f5(f5(f3(a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,3011,3026,3035,3042,3048,3051,3006,3028,1351,2489,2765,2774,2892,2996,3010,3037,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,301,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,2988,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,3018,1704,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2984,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2852,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1520,1305,1547,3000,3003,3014,3017,3021,3031,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002,1000,1184,1001,1189,1003,1066,1190,1175,1163])). % 87.97/87.86 cnf(3058,plain, % 87.97/87.86 (~P6(x30581,x30581,f12(f14(f9(x30582,x30582,a1),x30583,a1),f5(f5(a1)),a1))), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,3011,3026,3035,3042,3048,3051,3006,3028,1351,2489,2765,2774,2892,2996,3010,3037,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,301,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,2988,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,3018,1704,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2984,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2852,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1520,1305,1547,3000,3003,3014,3017,3021,3031,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002,1000,1184,1001,1189,1003,1066,1190,1175,1163,34,525])). % 87.97/87.86 cnf(3062,plain, % 87.97/87.86 (~P6(f3(a1),f12(f14(f9(x30621,x30621,a1),x30622,a1),f11(f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,3011,3026,3035,3042,3048,3051,3006,3028,1351,2489,2765,2774,2892,2996,3010,3037,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,301,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,2988,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,3018,1704,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2984,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2852,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1520,1305,1547,3000,3003,3014,3017,3021,3031,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002,1000,1184,1001,1189,1003,1066,1190,1175,1163,34,525,523,712])). % 87.97/87.86 cnf(3064,plain, % 87.97/87.86 (~P6(x30641,x30642,a27)+~P6(x30642,x30641,a27)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,3011,3026,3035,3042,3048,3051,3006,3028,1351,2489,2765,2774,2892,2996,3010,3037,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,301,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,2988,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,3018,1704,156,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2984,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2852,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1520,1305,1547,3000,3003,3014,3017,3021,3031,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002,1000,1184,1001,1189,1003,1066,1190,1175,1163,34,525,523,712,669])). % 87.97/87.86 cnf(3066,plain, % 87.97/87.86 (~P5(f31(x30661,x30662),f3(a1),f12(f14(f9(x30663,x30663,a1),x30664,a1),f5(f5(a1)),a1))), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,3011,3026,3035,3042,3048,3051,3006,3028,1351,2489,2765,2774,2892,2996,3010,3037,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,301,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,2988,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,3018,1704,156,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2984,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2852,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1520,1305,1547,3000,3003,3014,3017,3021,3031,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002,1000,1184,1001,1189,1003,1066,1190,1175,1163,34,525,523,712,669,675])). % 87.97/87.86 cnf(3068,plain, % 87.97/87.86 (~P6(f31(x30681,x30682),f3(a1),f12(f14(f9(x30683,x30683,a1),x30684,a1),f5(f5(a1)),a1))), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,3011,3026,3035,3042,3048,3051,3006,3028,1351,2489,2765,2774,2892,2996,3010,3037,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,301,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,2988,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,3018,1704,156,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2984,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2852,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1520,1305,1547,3000,3003,3014,3017,3021,3031,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002,1000,1184,1001,1189,1003,1066,1190,1175,1163,34,525,523,712,669,675,674])). % 87.97/87.86 cnf(3072,plain, % 87.97/87.86 (P7(f4(a1),f6(f4(a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1453,2723,1773,2403,2475,2477,2479,2481,2483,2497,2501,2508,2510,2512,2514,2518,2520,2522,2526,2528,2530,2537,2541,2543,2545,2549,2559,2561,2563,2565,2582,2587,2589,2595,2597,2599,2601,2603,2607,2609,2611,2613,2615,2622,2626,2631,2633,2639,2641,2643,2645,2651,2653,2665,2669,2671,2673,2680,2685,2687,2689,2691,2693,2698,2702,2704,2706,2711,2716,2734,2740,2742,2000,1985,1644,328,1347,1325,327,2708,2748,1780,2628,2744,2783,2039,2165,2439,1774,1800,2722,1725,1778,1782,1784,1786,1788,1790,1792,1794,1796,1798,1802,1804,1806,1808,1810,1812,1814,1816,1818,1820,1822,1824,1826,1828,1830,1832,1834,1836,1838,1840,1842,1844,1846,1848,1850,1852,1854,1856,1858,1860,1862,1864,1866,1868,1870,1872,1874,1876,1878,1880,1882,1884,1886,1888,1890,1892,1894,1896,1898,1900,1902,1904,2035,2056,2067,2069,2031,1961,1988,2073,2011,2197,1349,2786,2801,2804,2825,2836,2899,2971,2975,2985,3007,3011,3026,3035,3042,3048,3051,3006,3028,1351,2489,2765,2774,2892,2996,3010,3037,1340,310,318,307,1577,1579,1414,1660,305,2754,2933,1508,1506,1563,1418,301,262,1523,1591,2405,2553,2574,2584,2807,2842,2849,2902,2911,2918,2923,2927,2938,2941,2952,2958,2962,2974,2988,1682,1535,1404,1398,1357,1581,333,1690,2396,2466,2494,2880,2891,3018,1704,156,315,317,153,2022,1743,2348,2718,2725,2777,2367,1761,2384,2242,2393,2408,2436,2569,2727,2738,2835,2895,2970,2984,2262,2461,1958,2713,2361,2013,1914,2445,2186,2279,2116,2852,2205,2250,2180,2183,2237,2266,1909,2314,2342,1942,2053,2215,2062,2118,1752,2387,2174,1369,1741,2373,1749,197,1648,1596,2912,2924,2942,2953,2959,1520,1305,1547,3000,3003,3014,3017,3021,3031,1611,167,176,184,185,300,192,193,217,218,226,233,235,204,214,241,253,314,164,175,227,181,270,183,195,216,249,252,160,179,198,202,199,200,174,161,158,157,637,639,535,638,1722,635,921,829,640,641,474,334,634,545,591,658,723,831,636,832,335,14,2,937,938,734,817,1020,716,940,420,772,573,562,607,85,123,147,106,142,833,534,779,738,1238,91,902,128,903,939,98,150,119,140,718,92,107,103,741,100,130,89,1243,740,102,563,144,88,148,904,122,419,1236,936,131,109,135,136,549,1094,417,768,415,1224,111,901,110,112,606,605,134,86,90,146,97,770,139,143,152,127,137,1097,571,125,1223,120,702,133,113,542,773,115,117,80,118,737,739,94,145,816,923,717,418,905,132,416,104,105,116,655,776,82,935,93,126,141,124,101,594,99,742,121,108,129,561,87,1241,114,78,411,96,79,854,706,720,76,476,83,81,77,84,75,3,95,1088,618,1082,759,795,1112,1152,550,800,798,951,801,1155,547,1083,429,1137,1138,796,844,868,1153,952,970,999,799,761,1156,697,802,1154,1063,967,1109,1103,794,1081,696,965,1100,684,554,1029,762,760,1028,1139,993,1111,1136,552,994,1099,1061,1110,1062,922,765,763,764,1144,797,1065,992,1143,758,756,1093,1120,1114,1014,1118,1010,1018,1009,1007,1008,1015,1011,1006,932,929,1004,1019,1116,931,930,1005,1017,1168,1068,1069,1191,1161,1067,1002,1000,1184,1001,1189,1003,1066,1190,1175,1163,34,525,523,712,669,675,674,775,544])). % 87.97/87.86 cnf(3093,plain, % 87.97/87.86 (~P5(f15(f15(f12(f31(x30931,x30932),f4(a1),a1))),f4(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1727,637])). % 87.97/87.86 cnf(3100,plain, % 87.97/87.86 (~P6(f14(f8(x31001,f31(x31002,x31003),a1),f31(x31002,x31003),a1),x31001,a1)), % 87.97/87.86 inference(rename_variables,[],[1527])). % 87.97/87.86 cnf(3106,plain, % 87.97/87.86 (~P6(x31061,f11(f11(x31061,a1),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1393])). % 87.97/87.86 cnf(3112,plain, % 87.97/87.86 (P5(f3(a1),f5(f5(f31(x31121,x31122))),a1)), % 87.97/87.86 inference(scs_inference,[],[2756,1579,2092,1933,1527,1393,1727,2969,2414,637,535,641,635,921,639,638,640,545])). % 87.97/87.86 cnf(3116,plain, % 87.97/87.86 (~P6(f11(f5(f5(f14(f9(x31161,x31161,a1),x31162,a1))),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2756,1967,1579,2092,1933,1527,1393,1727,2890,2969,2414,637,535,641,635,921,639,638,640,545,334,829])). % 87.97/87.86 cnf(3119,plain, % 87.97/87.86 (~P5(f15(f5(f5(f31(x31191,x31192)))),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2756,1967,1579,2092,1933,1527,1393,1727,2890,2969,2414,637,535,641,635,921,639,638,640,545,334,829,636])). % 87.97/87.86 cnf(3121,plain, % 87.97/87.86 (~P5(x31211,f11(f12(f31(x31212,x31213),f12(f12(f3(a1),f6(x31211,a1),a1),f5(f5(f3(a1))),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2756,1967,1579,2092,1933,1527,1393,1727,2890,2568,2969,2414,637,535,641,635,921,639,638,640,545,334,829,636,832])). % 87.97/87.86 cnf(3122,plain, % 87.97/87.86 (~P5(f12(f12(f31(x31221,x31222),f12(f12(x31223,f6(x31224,a1),a1),f5(f5(f3(a1))),a1),a1),x31224,a1),x31223,a1)), % 87.97/87.86 inference(rename_variables,[],[2568])). % 87.97/87.86 cnf(3126,plain, % 87.97/87.86 (P5(x31261,f5(f5(f6(f6(f6(x31261,a1),a1),a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[2756,1967,1579,2092,1926,1933,1527,1393,1727,2426,2890,2568,2969,2414,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658])). % 87.97/87.86 cnf(3135,plain, % 87.97/87.86 (~E(f15(f12(f4(a1),f4(a1),a1)),f4(a1))), % 87.97/87.86 inference(scs_inference,[],[2756,1967,1458,1579,1510,2092,1926,1933,1527,2026,1393,1727,2426,2890,2568,2969,2414,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335])). % 87.97/87.86 cnf(3136,plain, % 87.97/87.86 (~E(f12(x31361,f4(a1),a1),x31361)), % 87.97/87.86 inference(rename_variables,[],[1458])). % 87.97/87.86 cnf(3139,plain, % 87.97/87.86 (~P6(f12(f5(f5(f31(x31391,x31392))),x31393,a1),x31393,a1)), % 87.97/87.86 inference(rename_variables,[],[2223])). % 87.97/87.86 cnf(3141,plain, % 87.97/87.86 (~E(x31411,f12(f5(f5(f12(f31(x31412,x31413),x31411,a1))),f5(f5(f3(a1))),a1))), % 87.97/87.86 inference(scs_inference,[],[2756,1967,1458,2737,1579,1510,2092,1926,1933,1527,2026,2223,1393,1727,2426,2890,2568,2969,2414,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14])). % 87.97/87.86 cnf(3144,plain, % 87.97/87.86 (~P5(f12(f31(x31441,x31442),f12(f12(f3(a1),f6(f11(x31443,a1),a1),a1),f5(f5(f3(a1))),a1),a1),x31443,a1)), % 87.97/87.86 inference(scs_inference,[],[2862,2756,1967,1458,2737,1579,1510,2092,1926,1933,1527,2026,2223,1393,1727,2426,2890,2568,2969,2414,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735])). % 87.97/87.86 cnf(3146,plain, % 87.97/87.86 (~P5(f12(f31(x31461,x31462),f12(f12(f12(x31463,x31464,a1),f6(x31464,a1),a1),f5(f5(f3(a1))),a1),a1),x31463,a1)), % 87.97/87.86 inference(scs_inference,[],[2862,2756,1967,1458,2737,1579,1510,2092,1926,1933,1527,2026,2223,1393,1727,2426,2890,2568,3122,2969,2414,202,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937])). % 87.97/87.86 cnf(3147,plain, % 87.97/87.86 (~P5(f12(f12(f31(x31471,x31472),f12(f12(x31473,f6(x31474,a1),a1),f5(f5(f3(a1))),a1),a1),x31474,a1),x31473,a1)), % 87.97/87.86 inference(rename_variables,[],[2568])). % 87.97/87.86 cnf(3149,plain, % 87.97/87.86 (~P7(f14(f4(a1),f14(f4(a1),f3(a1),a1),a1),f4(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2862,2756,1967,1458,2737,1579,1510,2092,1926,1933,1527,2026,2223,1393,1727,2426,2890,2568,3122,2969,2888,2414,195,202,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817])). % 87.97/87.86 cnf(3151,plain, % 87.97/87.86 (~P6(f8(f14(f11(f11(x31511,a1),a1),f31(x31512,x31513),a1),f31(x31512,x31513),a1),x31511,a1)), % 87.97/87.86 inference(scs_inference,[],[2862,2756,1967,1458,2737,1579,1510,2092,1926,1933,1527,2026,2223,1393,1727,2426,2890,2568,3122,2969,2573,2888,2414,195,202,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734])). % 87.97/87.86 cnf(3161,plain, % 87.97/87.86 (P5(x31611,f5(f5(x31611)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3165,plain, % 87.97/87.86 (P6(f3(a1),f6(f6(f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2862,2756,1325,1967,1458,2737,2666,1349,1579,1510,2092,1926,1933,1527,2026,2223,1393,1727,2426,2890,2568,3122,2488,2969,2573,2888,2414,217,195,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534])). % 87.97/87.86 cnf(3167,plain, % 87.97/87.86 (P5(f5(f5(f11(f6(f4(a1),a1),a1))),f6(f4(a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2862,2756,1325,1967,1458,2737,2666,1351,1349,1579,1510,2092,1926,1933,1527,2026,2346,2223,1393,1727,2426,2890,2568,3122,2488,2969,2573,2888,2414,217,195,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779])). % 87.97/87.86 cnf(3168,plain, % 87.97/87.86 (P5(f5(f5(x31681)),x31681,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3170,plain, % 87.97/87.86 (~P6(f12(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2862,2756,1325,1967,1458,2737,2666,1351,1349,1579,1510,2092,1926,1933,1527,2026,2346,2223,1393,1727,2426,2890,2568,3122,2488,2969,2573,2888,2414,217,195,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902])). % 87.97/87.86 cnf(3174,plain, % 87.97/87.86 (~P6(f11(f3(a1),a1),f14(f9(x31741,x31741,a1),x31742,a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2862,2756,1325,1967,1458,2737,2666,1351,1349,1579,1510,2092,1926,1933,1527,2026,1714,2346,2223,1393,1727,2426,2890,2568,3122,2488,2969,2573,2888,2414,217,195,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772])). % 87.97/87.86 cnf(3177,plain, % 87.97/87.86 (E(x31771,f5(f5(x31771)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3193,plain, % 87.97/87.86 (~P6(f12(f10(f31(x31931,x31932),a1),f10(f31(x31931,x31932),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,2862,2756,1325,1967,1458,3136,2737,2482,2666,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,2026,1714,2346,2223,1393,3106,1727,2426,2890,2568,3122,2488,2969,2983,2573,2888,2414,217,253,204,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901])). % 87.97/87.86 cnf(3195,plain, % 87.97/87.86 (P5(x31951,x31951,f12(f14(f9(x31952,x31952,a1),x31953,a1),f5(f5(a1)),a1))), % 87.97/87.86 inference(scs_inference,[],[1280,2862,2756,1325,1967,1458,3136,2737,2482,2741,2666,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2573,2888,2414,217,253,204,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571])). % 87.97/87.86 cnf(3198,plain, % 87.97/87.86 (~P6(f3(a1),f12(f13(f3(a1),a1),f13(f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,2862,2756,1325,1967,1458,3136,2737,2482,2741,2666,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2573,2888,2414,217,253,204,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904])). % 87.97/87.86 cnf(3200,plain, % 87.97/87.86 (P5(f34(a30,a28),f38(a30,a28),f5(f5(a1)))), % 87.97/87.86 inference(scs_inference,[],[1280,2862,2756,1325,2035,1967,1458,3136,2737,2482,2741,2666,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2776,2573,2888,2414,217,253,204,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573])). % 87.97/87.86 cnf(3208,plain, % 87.97/87.86 (~P5(f8(f14(f12(f31(x32081,x32082),x32083,a1),f19(f22(x32084),a27),a1),f19(f22(x32084),a27),a1),x32083,a1)), % 87.97/87.86 inference(scs_inference,[],[1280,2707,2862,2756,1325,2035,1967,1458,3136,2737,2482,2741,2666,1812,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2752,2776,2573,2888,2414,217,253,204,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939])). % 87.97/87.86 cnf(3214,plain, % 87.97/87.86 (E(x32141,f5(f5(x32141)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3216,plain, % 87.97/87.86 (E(x32161,f5(f5(x32161)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3217,plain, % 87.97/87.86 (~E(f13(f6(f4(a1),a1),a1),f3(a1))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,2707,2862,2756,1325,2035,1967,1458,3136,2737,2793,2478,2482,2496,2741,2666,1812,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2752,2776,2573,2888,2414,217,253,204,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420])). % 87.97/87.86 cnf(3220,plain, % 87.97/87.86 (E(x32201,f5(f5(x32201)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3223,plain, % 87.97/87.86 (~P6(f14(f8(f12(f31(x32231,x32232),x32233,a1),f19(f22(x32234),a27),a1),f19(f22(x32234),a27),a1),x32233,a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,2707,2862,2756,1325,2035,1967,1458,3136,2737,2793,2478,2482,2496,2540,2741,2666,1812,1830,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2380,2752,2776,2573,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936])). % 87.97/87.86 cnf(3227,plain, % 87.97/87.86 (E(x32271,f5(f5(x32271)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3228,plain, % 87.97/87.86 (~P5(f11(f8(f6(f4(a1),a1),f11(f6(f4(a1),a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,2707,2862,2756,1325,2035,1967,1458,3136,2737,2793,2478,2482,2496,2500,2540,2741,2666,1812,1830,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2380,2752,2776,2573,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742])). % 87.97/87.86 cnf(3230,plain, % 87.97/87.86 (~P5(f3(a1),f11(f5(f5(f31(x32301,x32302))),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,2707,2862,2756,1325,2035,1967,1458,3136,2737,2793,2478,2482,2496,2500,2540,2741,2666,1812,1830,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2380,2752,2776,2573,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738])). % 87.97/87.86 cnf(3232,plain, % 87.97/87.86 (P5(x32321,f5(f5(f12(f14(f9(x32322,x32322,a1),x32323,a1),x32321,a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,2707,2862,2756,1325,2035,1967,1458,3136,2737,2793,2478,2482,2496,2500,2540,2741,2666,1812,1830,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2380,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097])). % 87.97/87.86 cnf(3235,plain, % 87.97/87.86 (~P6(f12(f14(x32351,x32352,a1),f14(f8(f12(f14(f9(x32353,x32351,a1),x32352,a1),x32354,a1),f31(x32355,x32356),a1),f31(x32355,x32356),a1),a1),f12(f14(x32353,x32352,a1),x32354,a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,2707,2862,2756,1325,2035,1967,1458,3136,2737,2793,2478,2482,2496,2500,2540,2741,2666,1812,1830,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2380,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236])). % 87.97/87.86 cnf(3236,plain, % 87.97/87.86 (~P6(f14(f8(x32361,f31(x32362,x32363),a1),f31(x32362,x32363),a1),x32361,a1)), % 87.97/87.86 inference(rename_variables,[],[1527])). % 87.97/87.86 cnf(3242,plain, % 87.97/87.86 (~P6(f8(f14(f12(f31(x32421,x32422),x32423,a1),f19(f22(x32424),a27),a1),f19(f22(x32424),a27),a1),x32423,a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,2707,2862,2756,328,1325,2035,1967,1458,3136,2737,2793,2478,2482,2496,2500,2540,2670,2741,2666,1812,1830,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935])). % 87.97/87.86 cnf(3245,plain, % 87.97/87.86 (P52(f5(f5(f12(f14(f9(x32451,x32451,a1),x32452,a1),f5(f5(a2)),a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,2707,2862,2756,328,1325,2035,1967,1458,3136,2737,2793,2478,2482,2496,2500,2540,2586,2670,2741,2666,1812,1830,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110])). % 87.97/87.86 cnf(3246,plain, % 87.97/87.86 (E(x32461,f5(f5(x32461)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3247,plain, % 87.97/87.86 (P45(f5(f5(f12(f14(f9(x32471,x32471,a1),x32472,a1),f5(f5(a27)),a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,2707,2862,2756,328,1325,2035,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2540,2586,2670,2741,2666,1812,1830,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,1385,2026,1714,2346,2223,1393,3106,1727,3058,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106])). % 87.97/87.86 cnf(3248,plain, % 87.97/87.86 (E(x32481,f5(f5(x32481)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3249,plain, % 87.97/87.86 (P5(x32491,f6(x32491,f5(f5(a1))),f5(f5(a1)))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,2707,2862,2756,328,1325,2035,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2540,2586,2670,2741,2666,1812,1830,1844,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702])). % 87.97/87.86 cnf(3252,plain, % 87.97/87.86 (P36(f5(f5(f5(f5(a1)))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2540,2586,2670,2741,2666,1812,1830,1844,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123])). % 87.97/87.86 cnf(3253,plain, % 87.97/87.86 (E(x32531,f5(f5(x32531)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3254,plain, % 87.97/87.86 (~E(f6(f6(f4(a1),a1),a1),f3(a1))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2540,2586,2670,2741,2666,1812,1830,1844,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418])). % 87.97/87.86 cnf(3256,plain, % 87.97/87.86 (~P6(x32561,f11(f14(f8(f11(x32561,a1),f31(x32562,x32563),a1),f31(x32562,x32563),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2540,2586,2670,2741,2666,1812,1830,1844,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768])). % 87.97/87.86 cnf(3257,plain, % 87.97/87.86 (~P6(f14(f8(x32571,f31(x32572,x32573),a1),f31(x32572,x32573),a1),x32571,a1)), % 87.97/87.86 inference(rename_variables,[],[1527])). % 87.97/87.86 cnf(3259,plain, % 87.97/87.86 (~P6(f11(f12(f11(f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2540,2586,2670,2741,2666,1812,1830,1844,1351,1349,1579,1510,2092,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741])). % 87.97/87.86 cnf(3261,plain, % 87.97/87.86 (~P5(f11(f11(f6(f4(a1),a1),a1),a1),f11(f11(f11(f6(f4(a1),a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2540,2586,2670,2741,2666,1812,1830,1844,1351,1349,1579,1510,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718])). % 87.97/87.86 cnf(3263,plain, % 87.97/87.86 (P61(f5(f5(f12(f14(f9(x32631,x32631,a1),x32632,a1),f5(f5(a1)),a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2525,2540,2586,2670,2741,2666,1812,1830,1844,1351,1349,1579,1510,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100])). % 87.97/87.86 cnf(3264,plain, % 87.97/87.86 (E(x32641,f5(f5(x32641)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3266,plain, % 87.97/87.86 (E(x32661,f5(f5(x32661)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3267,plain, % 87.97/87.86 (~P5(f12(f8(f14(f12(f19(f22(x32671),a27),f12(x32672,f6(x32673,a1),a1),a1),f31(x32674,x32675),a1),f31(x32674,x32675),a1),x32673,a1),x32672,a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2525,2540,2542,2586,2670,2741,2666,1812,1830,1844,1351,1349,1579,1510,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094])). % 87.97/87.86 cnf(3268,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x32681),a27),x32682,a1),f31(x32683,x32684),a1),f31(x32683,x32684),a1),x32682,a1)), % 87.97/87.86 inference(rename_variables,[],[2987])). % 87.97/87.86 cnf(3271,plain, % 87.97/87.86 (E(x32711,f5(f5(x32711)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3273,plain, % 87.97/87.86 (E(x32731,f5(f5(x32731)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3277,plain, % 87.97/87.86 (E(x32771,f5(f5(x32771)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3278,plain, % 87.97/87.86 (~E(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),f3(a1))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2513,2525,2540,2542,2548,2586,2614,2670,2741,2666,1812,1842,1830,1844,1351,1349,1579,1510,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542])). % 87.97/87.86 cnf(3280,plain, % 87.97/87.86 (P5(f12(f14(x32801,x32802,a1),f12(f14(f9(x32803,f9(x32801,x32804,a1),a1),x32802,a1),x32805,a1),a1),f12(f14(x32804,x32802,a1),f12(f14(x32803,x32802,a1),x32805,a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2513,2525,2540,2542,2548,2586,2614,2670,2741,2666,1812,1842,1830,1844,1351,1349,1579,1510,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243])). % 87.97/87.86 cnf(3281,plain, % 87.97/87.86 (P5(f12(f14(x32811,x32812,a1),f12(f14(f9(x32813,x32811,a1),x32812,a1),x32814,a1),a1),f12(f14(x32813,x32812,a1),x32814,a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1437])). % 87.97/87.86 cnf(3284,plain, % 87.97/87.86 (E(x32841,f5(f5(x32841)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3285,plain, % 87.97/87.86 (~P5(f11(f11(f5(f5(f31(x32851,x32852))),a1),a1),f11(f5(f5(f31(x32851,x32852))),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2513,2525,2540,2542,2548,2586,2614,2670,2741,2666,1812,1842,1830,1844,1351,1349,1579,1510,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719])). % 87.97/87.86 cnf(3287,plain, % 87.97/87.86 (~P6(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2513,2525,2540,2542,2548,2586,2614,2670,2741,2666,1812,1842,1830,1844,1351,1349,1579,1510,1506,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,153,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605])). % 87.97/87.86 cnf(3289,plain, % 87.97/87.86 (P5(x32891,f5(f5(x32891)),f5(f5(f5(f5(a1)))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2513,2525,2540,2542,2548,2586,2614,2670,2741,2666,1812,1842,1780,1830,1844,1351,1349,1579,1510,1506,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,2026,1714,153,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85])). % 87.97/87.86 cnf(3290,plain, % 87.97/87.86 (E(x32901,f5(f5(x32901)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3292,plain, % 87.97/87.86 (E(x32921,f5(f5(x32921)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3299,plain, % 87.97/87.86 (E(x32991,f5(f5(x32991)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3301,plain, % 87.97/87.86 (~P5(f12(f12(f31(x33011,x33012),f12(f12(x33013,f6(x33014,a1),a1),f5(f5(f3(a1))),a1),a1),x33014,a1),x33013,a1)), % 87.97/87.86 inference(rename_variables,[],[2568])). % 87.97/87.86 cnf(3304,plain, % 87.97/87.86 (E(x33041,f5(f5(x33041)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3306,plain, % 87.97/87.86 (E(x33061,f5(f5(x33061)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3309,plain, % 87.97/87.86 (P49(f5(f5(f12(f14(f9(x33091,x33091,a1),x33092,a1),f5(f5(a2)),a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2513,2519,2525,2540,2542,2548,2586,2598,2610,2614,2632,2640,2670,2741,2666,1812,1842,1780,1830,1844,1351,1349,1579,1508,1510,1506,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1714,153,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90])). % 87.97/87.86 cnf(3310,plain, % 87.97/87.86 (E(x33101,f5(f5(x33101)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3312,plain, % 87.97/87.86 (E(x33121,f5(f5(x33121)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3314,plain, % 87.97/87.86 (E(x33141,f5(f5(x33141)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3315,plain, % 87.97/87.86 (~P6(f13(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,2707,2862,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2513,2519,2525,2527,2540,2542,2548,2558,2586,2598,2610,2614,2632,2640,2670,2741,2666,1812,1842,1780,1830,1844,1351,1349,1579,1508,1510,1506,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1714,153,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739])). % 87.97/87.86 cnf(3318,plain, % 87.97/87.86 (E(x33181,f5(f5(x33181)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3320,plain, % 87.97/87.86 (E(x33201,f5(f5(x33201)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3322,plain, % 87.97/87.86 (E(x33221,f5(f5(x33221)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3324,plain, % 87.97/87.86 (E(x33241,f5(f5(x33241)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3326,plain, % 87.97/87.86 (~E(f22(f12(f14(x33261,x33262,a1),x33263,a1)),f12(f14(x33264,x33262,a1),f12(f14(f9(x33261,x33264,a1),x33262,a1),x33263,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2747])). % 87.97/87.86 cnf(3332,plain, % 87.97/87.86 (P9(f5(f5(f12(f14(f9(x33321,x33321,a1),x33322,a1),f5(f5(a1)),a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,2707,2862,2747,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2513,2519,2525,2527,2536,2540,2542,2544,2548,2558,2586,2588,2598,2610,2612,2614,2632,2640,2670,2686,2741,2666,1812,1842,1780,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1714,153,2346,2223,1393,3106,1727,3058,2619,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102])). % 87.97/87.86 cnf(3333,plain, % 87.97/87.86 (E(x33331,f5(f5(x33331)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3335,plain, % 87.97/87.86 (E(x33351,f5(f5(x33351)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3339,plain, % 87.97/87.86 (E(x33391,f5(f5(x33391)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3341,plain, % 87.97/87.86 (E(x33411,f5(f5(x33411)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3343,plain, % 87.97/87.86 (E(x33431,f5(f5(x33431)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3345,plain, % 87.97/87.86 (E(x33451,f5(f5(x33451)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3348,plain, % 87.97/87.86 (E(x33481,f5(f5(f12(f14(f9(x33482,x33482,a1),x33483,a1),x33481,a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,2707,2862,2747,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2509,2513,2519,2525,2527,2536,2540,2542,2544,2548,2558,2586,2588,2598,2600,2610,2612,2614,2621,2632,2640,2652,2670,2686,2690,2741,2666,1812,1842,1780,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655])). % 87.97/87.86 cnf(3349,plain, % 87.97/87.86 (P5(f5(f5(f12(f14(f9(x33491,x33491,a1),x33492,a1),x33493,a1))),x33493,a1)), % 87.97/87.86 inference(rename_variables,[],[2616])). % 87.97/87.86 cnf(3352,plain, % 87.97/87.86 (E(x33521,f5(f5(x33521)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3354,plain, % 87.97/87.86 (E(x33541,f5(f5(x33541)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3355,plain, % 87.97/87.86 (P26(f5(f5(f12(f14(f9(x33551,x33551,a1),x33552,a1),f5(f5(a1)),a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,2707,2862,2747,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2586,2588,2598,2600,2610,2612,2614,2621,2630,2632,2640,2652,2670,2686,2690,2741,2666,1812,1842,1780,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119])). % 87.97/87.86 cnf(3356,plain, % 87.97/87.86 (E(x33561,f5(f5(x33561)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3360,plain, % 87.97/87.86 (E(x33601,f5(f5(x33601)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3362,plain, % 87.97/87.86 (E(x33621,f5(f5(x33621)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3364,plain, % 87.97/87.86 (E(x33641,f5(f5(x33641)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3366,plain, % 87.97/87.86 (E(x33661,f5(f5(x33661)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3368,plain, % 87.97/87.86 (E(x33681,f5(f5(x33681)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3370,plain, % 87.97/87.86 (E(x33701,f5(f5(x33701)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3371,plain, % 87.97/87.86 (P43(f5(f5(f12(f14(f9(x33711,x33711,a1),x33712,a1),f5(f5(a2)),a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,2707,2862,2747,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2586,2588,2596,2598,2600,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2652,2670,2686,2690,2741,2666,1812,1842,1780,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118])). % 87.97/87.86 cnf(3372,plain, % 87.97/87.86 (E(x33721,f5(f5(x33721)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3374,plain, % 87.97/87.86 (E(x33741,f5(f5(x33741)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3375,plain, % 87.97/87.86 (P6(f3(a1),f31(x33751,x33752),f5(f5(f5(f5(a1)))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,2707,2862,2747,2756,328,1325,2035,1852,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2586,2588,2596,2598,2600,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2652,2670,2686,2690,2741,2666,1812,1842,1780,1725,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80])). % 87.97/87.86 cnf(3376,plain, % 87.97/87.86 (E(x33761,f5(f5(x33761)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3378,plain, % 87.97/87.86 (E(x33781,f5(f5(x33781)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3380,plain, % 87.97/87.86 (E(x33801,f5(f5(x33801)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3381,plain, % 87.97/87.86 (P7(f6(f4(a1),a1),f5(f5(f4(a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2586,2588,2596,2598,2600,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2670,2686,2690,2710,2741,2666,1812,1842,1780,1725,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,217,226,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96])). % 87.97/87.86 cnf(3382,plain, % 87.97/87.86 (E(x33821,f5(f5(x33821)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3386,plain, % 87.97/87.86 (E(x33861,f5(f5(x33861)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3388,plain, % 87.97/87.86 (E(x33881,f5(f5(x33881)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3389,plain, % 87.97/87.86 (P5(f12(f14(x33891,x33892,a1),f12(f14(x33893,x33892,a1),f12(f14(f9(f9(x33894,x33891,a1),x33893,a1),x33892,a1),x33895,a1),a1),a1),f12(f14(x33894,x33892,a1),x33895,a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2586,2588,2596,2598,2600,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2670,2686,2690,2710,2741,2666,1812,1842,1780,1725,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241])). % 87.97/87.86 cnf(3393,plain, % 87.97/87.86 (E(x33931,f5(f5(x33931)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3395,plain, % 87.97/87.86 (E(x33951,f5(f5(x33951)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3396,plain, % 87.97/87.86 (~E(f12(f5(f5(f3(a1))),f6(f4(a1),a1),a1),f3(a1))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2586,2588,2594,2596,2598,2600,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2670,2686,2690,2697,2710,2741,2666,1812,1842,1780,1725,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561])). % 87.97/87.86 cnf(3398,plain, % 87.97/87.86 (P7(f6(f4(a1),a1),f4(a1),f5(f5(a1)))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2586,2588,2594,2596,2598,2600,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2670,2686,2690,2697,2710,2741,2666,1812,1842,1780,1725,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97])). % 87.97/87.86 cnf(3399,plain, % 87.97/87.86 (E(x33991,f5(f5(x33991)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3401,plain, % 87.97/87.86 (E(x34011,f5(f5(x34011)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3403,plain, % 87.97/87.86 (E(x34031,f5(f5(x34031)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3405,plain, % 87.97/87.86 (E(x34051,f5(f5(x34051)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3406,plain, % 87.97/87.86 (P4(f5(f5(f12(f14(f9(x34061,x34061,a1),x34062,a1),f5(f5(a27)),a1))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2586,2588,2594,2596,2598,2600,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2670,2686,2690,2692,2697,2701,2710,2741,2666,1812,1842,1780,1725,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101])). % 87.97/87.86 cnf(3407,plain, % 87.97/87.86 (E(x34071,f5(f5(x34071)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3409,plain, % 87.97/87.86 (E(x34091,f5(f5(x34091)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3411,plain, % 87.97/87.86 (E(x34111,f5(f5(x34111)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3413,plain, % 87.97/87.86 (E(x34131,f5(f5(x34131)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3415,plain, % 87.97/87.86 (E(x34151,f5(f5(x34151)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3417,plain, % 87.97/87.86 (E(x34171,f5(f5(x34171)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3419,plain, % 87.97/87.86 (E(x34191,f5(f5(x34191)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3421,plain, % 87.97/87.86 (E(x34211,f5(f5(x34211)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3423,plain, % 87.97/87.86 (E(x34231,f5(f5(x34231)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3425,plain, % 87.97/87.86 (E(x34251,f5(f5(x34251)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3426,plain, % 87.97/87.86 (P2(f5(f5(f5(f5(a1)))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2690,2692,2697,2701,2703,2710,2715,2739,2741,2666,1812,1842,1780,1725,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77])). % 87.97/87.86 cnf(3427,plain, % 87.97/87.86 (E(x34271,f5(f5(x34271)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3428,plain, % 87.97/87.86 (P6(f5(f5(f3(a1))),f31(x34281,x34282),f12(f14(f9(x34283,x34283,a1),x34284,a1),a1,a1))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2690,2692,2697,2701,2703,2710,2715,2739,2741,2402,2666,1812,1842,1780,1725,1830,1844,1351,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78])). % 87.97/87.86 cnf(3429,plain, % 87.97/87.86 (E(x34291,f5(f5(x34291)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3431,plain, % 87.97/87.86 (E(x34311,f5(f5(x34311)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3433,plain, % 87.97/87.86 (E(x34331,f5(f5(x34331)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3435,plain, % 87.97/87.86 (E(x34351,f5(f5(x34351)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3437,plain, % 87.97/87.86 (E(x34371,f5(f5(x34371)))), % 87.97/87.86 inference(rename_variables,[],[1280])). % 87.97/87.86 cnf(3438,plain, % 87.97/87.86 (~E(f5(f5(f3(a1))),f5(f5(f31(x34381,x34382))))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2402,2666,1812,1842,1780,1725,1830,1844,1351,3168,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83])). % 87.97/87.86 cnf(3439,plain, % 87.97/87.86 (P5(f5(f5(x34391)),x34391,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3442,plain, % 87.97/87.86 (~E(f5(f5(f38(a30,a28))),f34(a30,a28))), % 87.97/87.86 inference(scs_inference,[],[1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,1812,1842,1780,1725,1830,1844,1351,3168,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84])). % 87.97/87.86 cnf(3444,plain, % 87.97/87.86 (~E(f22(f12(f14(x34441,x34442,a1),x34443,a1)),f12(f14(x34444,x34442,a1),f12(f14(f9(x34445,x34444,a1),x34442,a1),f12(f14(f9(x34441,x34445,a1),x34442,a1),x34443,a1),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,1812,1842,1780,1725,1830,1844,1351,3168,1349,1579,1508,1510,1506,1512,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3])). % 87.97/87.86 cnf(3447,plain, % 87.97/87.86 (~P5(f13(f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,1812,1842,1780,1725,1830,1844,1351,3168,1349,1579,1508,1510,1506,1512,155,262,2092,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,1727,2003,1684,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2776,2573,2017,2888,2414,1626,1437,3281,217,226,164,253,204,216,270,195,252,160,198,202,199,200,174,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620])). % 87.97/87.86 cnf(3451,plain, % 87.97/87.86 (P5(f3(a1),f19(x34511,a27),a1)), % 87.97/87.86 inference(rename_variables,[],[305])). % 87.97/87.86 cnf(3459,plain, % 87.97/87.86 (P5(f5(f5(x34591)),x34591,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3462,plain, % 87.97/87.86 (P5(f5(f5(x34621)),x34621,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3464,plain, % 87.97/87.86 (P5(f10(f5(f5(f31(x34641,x34642))),a1),f10(f31(x34641,x34642),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,1812,1842,1780,1725,1830,1844,1351,3168,3439,3459,1349,3161,1579,1508,1510,1506,307,1512,155,262,2092,305,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,253,204,181,216,270,195,252,160,198,202,199,200,174,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844])). % 87.97/87.86 cnf(3465,plain, % 87.97/87.86 (P5(x34651,f5(f5(x34651)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3467,plain, % 87.97/87.86 (P6(f3(a1),f5(f5(f31(x34671,x34672))),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,1812,1842,1780,1725,1830,1844,1351,3168,3439,3459,1349,3161,3465,1579,1508,1510,1506,307,1512,155,262,2092,305,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,3058,2619,2616,2426,2890,2987,2568,3122,3147,2488,2969,2983,2380,2382,2752,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,253,204,181,216,270,195,252,160,198,202,199,200,174,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796])). % 87.97/87.86 cnf(3468,plain, % 87.97/87.86 (P5(x34681,f5(f5(x34681)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3471,plain, % 87.97/87.86 (P5(f5(f5(x34711)),x34711,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3478,plain, % 87.97/87.86 (P5(x34781,f5(f5(x34781)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3480,plain, % 87.97/87.86 (~P6(x34801,f8(f8(f14(f14(x34801,f31(x34802,x34803),a1),f19(f22(x34804),a27),a1),f19(f22(x34804),a27),a1),f31(x34802,x34803),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,3072,2917,1812,1842,1780,1725,1830,1844,1351,3168,3439,3459,3462,1349,3161,3465,3468,1579,1508,1510,1506,307,1512,155,262,2092,305,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2987,2758,2568,3122,3147,2488,2969,2983,2380,2382,2752,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082])). % 87.97/87.86 cnf(3481,plain, % 87.97/87.86 (~P6(x34811,f14(f8(f8(f14(x34811,f19(f22(x34812),a27),a1),f19(f22(x34812),a27),a1),f31(x34813,x34814),a1),f31(x34813,x34814),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[2758])). % 87.97/87.86 cnf(3484,plain, % 87.97/87.86 (P5(f5(f5(x34841)),x34841,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3490,plain, % 87.97/87.86 (~P6(f8(f14(f8(f3(a1),f19(f22(x34901),a27),a1),f31(x34902,x34903),a1),f31(x34902,x34903),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,3072,2917,1812,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,1349,3161,3465,3468,310,1579,1508,1510,1506,307,1512,155,262,2092,305,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2987,2758,2568,3122,3147,2488,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970])). % 87.97/87.86 cnf(3494,plain, % 87.97/87.86 (P5(x34941,f5(f5(x34941)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3498,plain, % 87.97/87.86 (~P5(f10(f5(f5(f31(x34981,x34982))),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,3072,2917,1812,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,305,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2987,2758,2568,3122,3147,2488,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761])). % 87.97/87.86 cnf(3500,plain, % 87.97/87.86 (~P6(f14(f12(f5(f5(f3(a1))),f8(x35001,f31(x35002,x35003),a1),a1),f31(x35002,x35003),a1),x35001,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,3072,2917,1812,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,305,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,2758,2568,3122,3147,2488,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081])). % 87.97/87.86 cnf(3501,plain, % 87.97/87.86 (~P6(f8(f14(f12(f5(f5(f3(a1))),x35011,a1),f31(x35012,x35013),a1),f31(x35012,x35013),a1),x35011,a1)), % 87.97/87.86 inference(rename_variables,[],[2973])). % 87.97/87.86 cnf(3503,plain, % 87.97/87.86 (~P6(x35031,f8(f11(f11(f14(x35031,f31(x35032,x35033),a1),a1),a1),f31(x35032,x35033),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,3072,2917,1812,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,305,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,2758,2568,3122,3147,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083])). % 87.97/87.86 cnf(3510,plain, % 87.97/87.86 (~P5(f12(f31(x35101,x35102),f12(f12(f12(x35103,x35104,a1),f6(f5(f5(x35104)),a1),a1),f5(f5(f3(a1))),a1),a1),x35103,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2737,2793,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2402,2666,3072,2917,1812,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,2758,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063])). % 87.97/87.86 cnf(3516,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x35161),a27),x35162,a1),f31(x35163,x35164),a1),f31(x35163,x35164),a1),x35162,a1)), % 87.97/87.86 inference(rename_variables,[],[2987])). % 87.97/87.86 cnf(3518,plain, % 87.97/87.86 (P6(f3(a1),f5(f5(f31(x35181,x35182))),f12(f14(f9(x35183,x35183,a1),x35184,a1),f5(f5(a1)),a1))), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1812,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,3268,2758,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799])). % 87.97/87.86 cnf(3525,plain, % 87.97/87.86 (~P6(f14(f8(x35251,f19(f22(x35252),a27),a1),f19(f22(x35252),a27),a1),x35251,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1812,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,330,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,3268,2758,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109])). % 87.97/87.86 cnf(3526,plain, % 87.97/87.86 (~P6(x35261,x35261,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3531,plain, % 87.97/87.86 (~P5(f14(f12(f19(f22(x35311),a27),x35312,a1),f31(x35313,x35314),a1),f14(x35312,f31(x35313,x35314),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1812,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,330,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,3268,3516,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112])). % 87.97/87.86 cnf(3532,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x35321),a27),x35322,a1),f31(x35323,x35324),a1),f31(x35323,x35324),a1),x35322,a1)), % 87.97/87.86 inference(rename_variables,[],[2987])). % 87.97/87.86 cnf(3535,plain, % 87.97/87.86 (~P6(x35351,x35351,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3537,plain, % 87.97/87.86 (~E(f12(x35371,f12(f22(f11(x35372,f5(f5(a2)))),x35372,f5(f5(a2))),f5(f5(a2))),x35371)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,330,3526,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,3268,3516,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547])). % 87.97/87.86 cnf(3545,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x35451),a27),f12(x35452,x35453,a1),a1),f31(x35454,x35455),a1),f31(x35454,x35455),a1),f12(x35452,f5(f5(x35453)),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,2092,330,3526,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103])). % 87.97/87.86 cnf(3546,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x35461),a27),x35462,a1),f31(x35463,x35464),a1),f31(x35463,x35464),a1),x35462,a1)), % 87.97/87.86 inference(rename_variables,[],[2987])). % 87.97/87.86 cnf(3548,plain, % 87.97/87.86 (~P7(f14(f14(f3(a1),f4(a1),a1),f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),f14(f14(f4(a1),f4(a1),a1),f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,2426,2890,2973,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100])). % 87.97/87.86 cnf(3559,plain, % 87.97/87.86 (E(f5(f5(f12(f14(f9(x35591,x35591,a1),x35592,a1),x35593,a1))),x35593)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,1357,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,2890,2973,3501,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1437,3281,162,217,226,164,241,253,204,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684])). % 87.97/87.86 cnf(3563,plain, % 87.97/87.86 (~P6(x35631,x35631,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3569,plain, % 87.97/87.86 (~P6(x35691,x35691,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3573,plain, % 87.97/87.86 (~P5(f3(a1),f14(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f5(f5(f31(x35731,x35732))),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1577,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,3535,3563,1357,305,3451,1391,1623,1926,1470,1933,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,3139,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,2890,2973,3501,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,162,217,226,233,164,241,253,204,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993])). % 87.97/87.86 cnf(3576,plain, % 87.97/87.86 (~P6(x35761,x35761,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3582,plain, % 87.97/87.86 (~P5(f14(f5(f5(f31(x35821,x35822))),f5(f5(f31(x35821,x35822))),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1577,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1933,1940,1527,3100,3236,1385,1571,2026,1969,1714,153,2346,2223,3139,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,2890,2973,3501,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,217,226,233,164,241,253,204,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992])). % 87.97/87.86 cnf(3586,plain, % 87.97/87.86 (~P6(f14(f8(f12(f19(f22(x35861),a27),x35862,a1),f31(x35863,x35864),a1),f31(x35863,x35864),a1),x35862,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1577,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1933,1940,1527,3100,3236,3257,1385,1571,2026,1969,1714,153,2346,2223,3139,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,2890,2973,3501,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,164,241,253,204,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922])). % 87.97/87.86 cnf(3587,plain, % 87.97/87.86 (~P6(f14(f8(x35871,f31(x35872,x35873),a1),f31(x35872,x35873),a1),x35871,a1)), % 87.97/87.86 inference(rename_variables,[],[1527])). % 87.97/87.86 cnf(3593,plain, % 87.97/87.86 (P5(f5(f5(x35931)),x35931,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3601,plain, % 87.97/87.86 (~P5(f3(a1),f14(f5(f5(f31(x36011,x36012))),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1577,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,1385,1571,2026,1969,1714,153,2346,2223,3139,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,2890,2973,3501,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994])). % 87.97/87.86 cnf(3609,plain, % 87.97/87.86 (~P7(f14(f12(f18(f20(a30,a35,a2),a2),a32,a1),f14(f3(a1),f4(a1),a1),a1),f14(f12(f18(f20(a30,a35,a2),a2),a32,a1),f14(f4(a1),f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,310,1577,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,1385,1571,2026,1969,1714,153,2346,2223,3139,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,2890,2973,3501,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099])). % 87.97/87.86 cnf(3611,plain, % 87.97/87.86 (~P6(f12(f5(f5(f19(f22(x36111),a27))),x36112,a1),x36112,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,310,1577,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,1385,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,2890,2973,3501,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061])). % 87.97/87.86 cnf(3613,plain, % 87.97/87.86 (P5(x36131,f5(f5(x36131)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3625,plain, % 87.97/87.86 (~P6(f8(x36251,f13(f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,310,1577,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014])). % 87.97/87.86 cnf(3627,plain, % 87.97/87.86 (~P5(f14(f12(f19(f22(x36271),a27),f8(x36272,f31(x36273,x36274),a1),a1),f31(x36273,x36274),a1),x36272,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,310,1577,1579,1508,1510,1506,307,1512,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093])). % 87.97/87.86 cnf(3628,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x36281),a27),x36282,a1),f31(x36283,x36284),a1),f31(x36283,x36284),a1),x36282,a1)), % 87.97/87.86 inference(rename_variables,[],[2987])). % 87.97/87.86 cnf(3633,plain, % 87.97/87.86 (~P6(f14(f3(a1),x36331,a1),f14(f3(a1),x36332,a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1544])). % 87.97/87.86 cnf(3635,plain, % 87.97/87.86 (~P6(f8(f13(f3(a1),a1),x36351,a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,310,1577,1579,1508,1510,1506,307,1418,1512,1544,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015])). % 87.97/87.86 cnf(3637,plain, % 87.97/87.86 (~P5(f3(a1),f8(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f5(f5(f31(x36371,x36372))),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,310,1577,1579,1508,1510,1506,307,1418,1512,1544,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010])). % 87.97/87.86 cnf(3639,plain, % 87.97/87.86 (~P5(f3(a1),f8(f5(f5(f31(x36391,x36392))),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,310,1577,1579,1508,1510,1506,307,1418,1512,1544,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011])). % 87.97/87.86 cnf(3646,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x36461),a27),f12(f5(f5(f3(a1))),x36462,a1),a1),f31(x36463,x36464),a1),f31(x36463,x36464),a1),x36462,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,3613,310,1577,1579,1508,1510,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931])). % 87.97/87.86 cnf(3647,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x36471),a27),x36472,a1),f31(x36473,x36474),a1),f31(x36473,x36474),a1),x36472,a1)), % 87.97/87.86 inference(rename_variables,[],[2987])). % 87.97/87.86 cnf(3648,plain, % 87.97/87.86 (P5(x36481,f5(f5(x36481)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3652,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x36521),a27),f12(x36522,f5(f5(f3(a1))),a1),a1),f31(x36523,x36524),a1),f31(x36523,x36524),a1),x36522,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,3613,3648,310,1577,1579,1508,1510,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932])). % 87.97/87.86 cnf(3654,plain, % 87.97/87.86 (P5(x36541,f5(f5(x36541)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3656,plain, % 87.97/87.86 (~P6(f3(a1),f8(x36561,f13(f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,3613,3648,310,1577,1579,1508,1510,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008])). % 87.97/87.86 cnf(3660,plain, % 87.97/87.86 (~P5(f8(f5(f5(f31(x36601,x36602))),f5(f5(f31(x36601,x36602))),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,3613,3648,310,1577,1579,1508,1510,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005])). % 87.97/87.86 cnf(3664,plain, % 87.97/87.86 (~P6(f12(f5(f5(f3(a1))),x36641,a1),x36641,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,3613,3648,3654,310,1577,1579,1508,1510,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929])). % 87.97/87.86 cnf(3665,plain, % 87.97/87.86 (~P6(x36651,x36651,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3666,plain, % 87.97/87.86 (P5(x36661,f5(f5(x36661)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3670,plain, % 87.97/87.86 (~P5(f12(f19(f22(x36701),a27),x36702,a1),x36702,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,3613,3648,3654,310,1577,1579,1508,1510,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930])). % 87.97/87.86 cnf(3671,plain, % 87.97/87.86 (~P6(x36711,x36711,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3675,plain, % 87.97/87.86 (P5(f3(a1),f8(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,3613,3648,3654,310,1577,1579,1508,1510,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,1611,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017])). % 87.97/87.86 cnf(3678,plain, % 87.97/87.86 (~P5(f8(x36781,f3(a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,1349,3161,3465,3468,3478,3494,3613,3648,3654,310,1577,1579,1508,1510,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,162,1611,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069])). % 87.97/87.86 cnf(3679,plain, % 87.97/87.86 (~P6(x36791,x36791,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3682,plain, % 87.97/87.86 (~P6(f12(f3(a1),x36821,a1),x36821,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3684,plain, % 87.97/87.86 (P5(f5(f5(f3(a1))),f8(f5(f5(f14(f5(f5(f3(a1))),f3(a1),a1))),f3(a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,310,1577,1579,1508,1510,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1547,162,1611,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161])). % 87.97/87.86 cnf(3685,plain, % 87.97/87.86 (~P6(x36851,x36851,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3686,plain, % 87.97/87.86 (P5(f5(f5(x36861)),x36861,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3687,plain, % 87.97/87.86 (P5(x36871,f5(f5(x36871)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3691,plain, % 87.97/87.86 (~P6(f3(a1),f8(x36911,f12(f3(a1),f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,310,1577,1579,1508,1510,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1547,3682,162,1611,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002])). % 87.97/87.86 cnf(3692,plain, % 87.97/87.86 (~P6(f12(f3(a1),x36921,a1),x36921,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3693,plain, % 87.97/87.86 (~P6(x36931,x36931,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3695,plain, % 87.97/87.86 (P5(f3(a1),f8(f5(f5(f14(f3(a1),f12(f3(a1),f3(a1),a1),a1))),f12(f3(a1),f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,310,1577,1579,1508,1510,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1547,3682,162,300,1611,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168])). % 87.97/87.86 cnf(3697,plain, % 87.97/87.86 (P5(f5(f5(x36971)),x36971,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3699,plain, % 87.97/87.86 (~P6(f8(x36991,f12(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,310,1577,1579,1508,1510,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,3693,1357,305,3451,1391,1623,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1547,3682,3692,162,300,1611,193,217,226,233,235,164,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168,1000])). % 87.97/87.86 cnf(3700,plain, % 87.97/87.86 (~P6(f12(f3(a1),x37001,a1),x37001,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(3701,plain, % 87.97/87.86 (~P6(x37011,x37011,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(3704,plain, % 87.97/87.86 (P5(x37041,f5(f5(x37041)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3705,plain, % 87.97/87.86 (P5(x37051,f5(f5(x37051)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3708,plain, % 87.97/87.86 (P5(x37081,f5(f5(x37081)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3711,plain, % 87.97/87.86 (P5(x37111,f5(f5(x37111)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3714,plain, % 87.97/87.86 (P5(x37141,f5(f5(x37141)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3716,plain, % 87.97/87.86 (P5(f5(f5(x37161)),x37161,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3723,plain, % 87.97/87.86 (P5(x37231,f5(f5(x37231)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3727,plain, % 87.97/87.86 (P5(f8(f5(f5(f14(f5(f5(f3(a1))),f3(a1),a1))),f3(a1),a1),f5(f5(f3(a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,3697,3716,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,3687,3705,3708,3711,3714,3723,3704,310,1577,318,1579,1508,1510,1414,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,3693,3701,1357,305,3451,1391,1623,301,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,1551,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1648,1547,3682,3692,3700,162,300,1611,193,217,226,233,235,164,214,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168,1000,1191,1003,1175,1189,1001,1190,1066,1163])). % 87.97/87.86 cnf(3732,plain, % 87.97/87.86 (E(x37321,f5(f12(f14(f9(x37322,x37322,a1),x37323,a1),f5(x37321),a1)))), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,3697,3716,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,3687,3705,3708,3711,3714,3723,3704,310,1577,318,1579,1508,1510,1414,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,3693,3701,1357,305,3451,1391,1623,301,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,1551,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1648,1547,3682,3692,3700,162,300,1611,193,217,226,233,235,164,214,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168,1000,1191,1003,1175,1189,1001,1190,1066,1163,339])). % 87.97/87.86 cnf(3734,plain, % 87.97/87.86 (~P6(x37341,x37341,f5(f5(f5(f5(a1)))))), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,3697,3716,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,3687,3705,3708,3711,3714,3723,3704,310,1577,318,1579,1508,1510,1414,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,3693,3701,1357,305,3451,1391,1623,301,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,1551,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1648,1547,3682,3692,3700,162,300,1611,193,217,226,233,235,164,214,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168,1000,1191,1003,1175,1189,1001,1190,1066,1163,339,525])). % 87.97/87.86 cnf(3739,plain, % 87.97/87.86 (P6(f3(a1),f31(x37391,x37392),f5(f12(f14(f9(x37393,x37393,a1),x37394,a1),f5(a1),a1)))), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,3697,3716,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,3687,3705,3708,3711,3714,3723,3704,310,1577,318,1579,1508,1510,1414,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,3693,3701,1357,305,3451,1391,1623,301,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,1551,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1648,1547,3682,3692,3700,162,300,1611,193,217,226,233,235,164,214,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168,1000,1191,1003,1175,1189,1001,1190,1066,1163,339,525,523,34,1722])). % 87.97/87.86 cnf(3742,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x37421),a27),f12(f12(x37422,x37423,a1),f6(x37423,a1),a1),a1),f31(x37424,x37425),a1),f31(x37424,x37425),a1),x37422,a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,3697,3716,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,3687,3705,3708,3711,3714,3723,3704,310,1577,318,1579,1508,1510,1414,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,3693,3701,1357,305,3451,1391,1623,301,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,1551,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1648,1547,3682,3692,3700,162,300,1611,193,217,226,233,235,164,214,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168,1000,1191,1003,1175,1189,1001,1190,1066,1163,339,525,523,34,1722,943,938])). % 87.97/87.86 cnf(3748,plain, % 87.97/87.86 (~P5(f31(x37481,x37482),f3(a1),f5(f5(f5(f5(a1)))))), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,3697,3716,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,3687,3705,3708,3711,3714,3723,3704,310,1577,318,1579,1508,1510,1414,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,3693,3701,1357,305,3451,1391,1623,301,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,1551,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1648,1547,3682,3692,3700,162,300,1611,193,217,226,233,235,164,214,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168,1000,1191,1003,1175,1189,1001,1190,1066,1163,339,525,523,34,1722,943,938,674,1237,675])). % 87.97/87.86 cnf(3752,plain, % 87.97/87.86 (~P5(f11(f3(a1),a1),f8(f6(f4(a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1447,1280,3177,3214,3216,3220,3227,3246,3248,3253,3264,3266,3271,3273,3277,3284,3290,3292,3299,3304,3306,3310,3312,3314,3318,3320,3322,3324,3333,3335,3339,3341,3343,3345,3352,3354,3356,3360,3362,3364,3366,3368,3370,3372,3374,3376,3378,3380,3382,3386,3388,3393,3395,3399,3401,3403,3405,3407,3409,3411,3413,3415,3417,3419,3421,3423,3425,3427,3429,3431,3433,3435,3437,2707,2862,2747,3326,2756,1313,328,1325,2035,1852,1963,1967,1458,3136,1670,2075,2474,2737,2793,2049,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2560,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2670,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2745,2642,2402,2666,3072,2917,1794,1812,1826,1842,1780,1725,1778,1790,1830,1844,1351,3168,3439,3459,3462,3471,3484,3593,3686,3697,3716,1349,3161,3465,3468,3478,3494,3613,3648,3654,3666,3687,3705,3708,3711,3714,3723,3704,310,1577,318,1579,1508,1510,1414,1563,1506,307,1418,1512,1544,3633,155,262,1525,2092,330,3526,3535,3563,3569,3576,3665,3671,3679,3685,3693,3701,1357,305,3451,1391,1623,301,1926,1470,1382,1933,1940,1527,3100,3236,3257,3587,1385,1480,1571,2026,1969,1714,1551,153,2346,2223,3139,2104,1393,3106,2284,1727,2003,1684,2095,3058,2619,2429,2616,3349,2426,3013,2890,2973,3501,2987,3268,3516,3532,3546,3628,3647,2758,3481,2568,3122,3147,3301,2488,2450,2969,2983,2380,2382,2752,2834,2841,2894,2776,2573,2017,2888,2414,2298,1626,1958,1437,3281,1712,1648,1547,3682,3692,3700,162,300,1611,193,217,226,233,235,164,214,241,253,204,227,181,216,183,270,195,252,249,160,179,198,202,199,200,174,161,158,157,637,535,641,635,921,639,638,640,545,334,829,636,832,634,658,474,723,591,335,831,14,2,735,937,817,734,562,712,903,833,716,534,779,902,549,772,142,770,607,740,1238,1224,940,901,571,904,573,773,417,717,939,563,91,147,420,144,416,936,128,742,738,1097,1236,415,923,935,110,106,702,123,418,768,741,718,100,88,1094,137,140,419,122,542,1243,98,719,605,85,117,411,594,152,854,113,107,905,90,130,131,739,112,127,126,148,1223,816,606,102,146,776,150,125,145,124,737,655,133,89,119,706,120,115,135,86,103,92,118,105,80,94,87,96,476,132,136,1241,99,134,561,97,121,143,109,101,104,111,139,82,81,114,93,116,108,77,78,141,129,76,79,83,75,84,3,95,620,979,550,951,795,801,844,796,800,759,802,1156,1082,798,429,697,970,1155,1152,761,1081,1083,999,1153,1063,696,972,799,762,1109,952,1112,1028,547,1138,1139,1137,1103,1100,967,1136,1110,1154,684,1029,1062,797,552,993,794,974,760,992,763,922,554,965,764,1144,765,994,1111,1143,1099,1061,758,756,987,1120,1014,1093,1007,1114,1015,1010,1011,1018,1118,931,1009,932,1008,1019,1005,1006,929,1004,930,1116,1017,1069,1067,1161,1068,1002,1168,1000,1191,1003,1175,1189,1001,1190,1066,1163,339,525,523,34,1722,943,938,674,1237,675,703,775])). % 87.97/87.86 cnf(3765,plain, % 87.97/87.86 (E(f5(f12(f14(f9(x37651,x37651,a1),x37652,a1),f5(x37653),a1)),x37653)), % 87.97/87.86 inference(scs_inference,[],[3559,339])). % 87.97/87.86 cnf(3768,plain, % 87.97/87.86 (~P5(f15(f12(f12(f31(x37681,x37682),f4(a1),a1),f5(f5(f3(a1))),a1)),f4(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3559,2407,339,637])). % 87.97/87.86 cnf(3769,plain, % 87.97/87.86 (~P5(f12(f12(f31(x37691,x37692),x37693,a1),f5(f5(f3(a1))),a1),x37693,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(3771,plain, % 87.97/87.86 (~P5(f15(f13(f6(f4(a1),a1),a1)),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3559,3447,2407,339,637,636])). % 87.97/87.86 cnf(3775,plain, % 87.97/87.86 (~P5(f4(a1),f15(f10(f12(f3(a1),f3(a1),a1),a1)),a1)), % 87.97/87.86 inference(scs_inference,[],[3559,3447,2486,2407,2908,339,637,636,535,641])). % 87.97/87.86 cnf(3779,plain, % 87.97/87.86 (P5(f3(a1),f13(f6(f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3559,3447,2273,2486,2407,2908,339,637,636,535,641,640,545])). % 87.97/87.86 cnf(3782,plain, % 87.97/87.86 (~P6(f12(f6(x37821,a1),f4(a1),a1),x37821,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(3792,plain, % 87.97/87.86 (~P6(f12(f6(x37921,a1),f4(a1),a1),x37921,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(3797,plain, % 87.97/87.86 (~P6(f4(a1),f15(f15(f14(f8(f4(a1),f31(x37971,x37972),a1),f31(x37971,x37972),a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[3559,3447,3537,2273,2486,333,3782,2051,1738,2407,2908,2931,339,637,636,535,641,640,545,635,921,591,638,474,335,639])). % 87.97/87.86 cnf(3803,plain, % 87.97/87.86 (P6(f3(a1),f31(x38031,x38032),f5(f5(f12(f14(f9(x38033,x38033,a1),x38034,a1),a1,a1))))), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,3537,2273,2486,333,3782,2051,2546,1738,2407,2908,2931,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722])). % 87.97/87.86 cnf(3806,plain, % 87.97/87.86 (~P6(f12(f6(x38061,a1),f4(a1),a1),x38061,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(3809,plain, % 87.97/87.86 (~P5(f12(f12(f31(x38091,x38092),x38093,a1),f5(f5(f3(a1))),a1),x38093,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(3811,plain, % 87.97/87.86 (P5(x38111,f6(f6(f6(x38111,a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,3537,2273,2486,333,3782,3792,2051,2546,1738,2407,3769,2053,2908,2931,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658])). % 87.97/87.86 cnf(3812,plain, % 87.97/87.86 (P5(x38121,f6(f6(x38121,a1),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[2053])). % 87.97/87.86 cnf(3828,plain, % 87.97/87.86 (~P6(f14(f8(f11(f11(x38281,a1),a1),f31(x38282,x38283),a1),f31(x38282,x38283),a1),x38281,a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,2578,2369,2273,2486,333,3782,3792,2051,1969,2546,2860,2583,1738,2407,3769,2053,2908,2931,3256,3121,216,195,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734])). % 87.97/87.86 cnf(3832,plain, % 87.97/87.86 (P5(x38321,f5(f5(x38321)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(3835,plain, % 87.97/87.86 (~P6(f12(f6(x38351,a1),f4(a1),a1),x38351,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(3837,plain, % 87.97/87.86 (P5(f5(f5(f3(a1))),f11(f14(f9(x38371,x38371,a1),x38372,a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,2578,2369,1351,1349,2273,2486,333,3782,3792,3806,2051,1969,2546,2860,2583,1738,2407,3769,1716,2053,3167,2908,2931,3256,3121,216,195,199,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779])). % 87.97/87.86 cnf(3838,plain, % 87.97/87.86 (P5(f5(f5(x38381)),x38381,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(3849,plain, % 87.97/87.86 (P6(f3(a1),f6(f12(f5(f5(f3(a1))),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,2578,2369,1351,1349,2273,2486,333,3782,3792,3806,2051,1969,2546,2860,2583,1738,2407,3769,1716,2053,3167,2908,2931,3146,3256,3121,216,195,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534])). % 87.97/87.86 cnf(3855,plain, % 87.97/87.86 (~P6(f8(f14(f12(f14(f9(x38551,x38551,a1),x38552,a1),x38553,a1),f31(x38554,x38555),a1),f31(x38554,x38555),a1),x38553,a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,2578,2369,1351,1349,2273,2486,333,3782,3792,3806,2051,1969,2546,2860,2583,1738,2407,3769,1716,2053,3167,2908,2931,3146,3256,3121,2552,216,270,195,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936])). % 87.97/87.86 cnf(3862,plain, % 87.97/87.86 (~P5(f3(a1),f11(f13(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,2578,2141,2369,1351,1349,2273,2486,333,3782,3792,3806,2051,1969,1931,2546,2860,2583,1738,2407,3769,1716,2053,3167,2908,2931,3146,3256,3121,2552,176,216,270,195,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738])). % 87.97/87.86 cnf(3870,plain, % 87.97/87.86 (~P6(f12(f12(f6(f3(a1),a1),f4(a1),a1),f12(f6(f3(a1),a1),f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,1351,1349,2273,2486,333,3782,3792,3806,3835,2051,1969,1931,2546,2860,2583,1738,2407,3769,1716,2053,3734,3167,2908,2931,3146,3256,3121,2552,176,216,252,270,195,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902])). % 87.97/87.86 cnf(3871,plain, % 87.97/87.86 (~P6(f12(f6(x38711,a1),f4(a1),a1),x38711,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(3873,plain, % 87.97/87.86 (~P5(f12(f12(f12(f31(x38731,x38732),f12(x38733,f6(x38734,a1),a1),a1),f5(f5(f3(a1))),a1),x38734,a1),x38733,a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,1351,1349,2273,2486,333,3782,3792,3806,3835,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1716,2053,3734,3167,2908,2931,3146,3256,3121,2552,176,226,216,252,270,195,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094])). % 87.97/87.86 cnf(3874,plain, % 87.97/87.86 (~P5(f12(f12(f31(x38741,x38742),x38743,a1),f5(f5(f3(a1))),a1),x38743,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(3876,plain, % 87.97/87.86 (~P6(f12(f14(x38761,x38762,a1),f12(f14(f9(x38763,f9(x38761,x38764,a1),a1),x38762,a1),x38765,a1),a1),f12(f14(x38764,x38762,a1),f12(f14(x38763,x38762,a1),x38765,a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,1351,1349,2273,2486,333,3782,3792,3806,3835,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,2908,2931,3146,3256,3121,2552,176,226,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238])). % 87.97/87.86 cnf(3877,plain, % 87.97/87.86 (~P6(f12(f14(x38771,x38772,a1),f12(f14(f9(x38773,x38771,a1),x38772,a1),x38774,a1),a1),f12(f14(x38773,x38772,a1),x38774,a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1431])). % 87.97/87.86 cnf(3879,plain, % 87.97/87.86 (~P6(f12(f14(x38791,x38792,a1),f12(f6(f12(f14(f9(x38793,x38791,a1),x38792,a1),x38794,a1),a1),f4(a1),a1),a1),f12(f14(x38793,x38792,a1),x38794,a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,2908,2931,3146,3256,3121,2552,176,226,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236])). % 87.97/87.86 cnf(3880,plain, % 87.97/87.86 (~P6(f12(f6(x38801,a1),f4(a1),a1),x38801,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(3882,plain, % 87.97/87.86 (~P6(f12(f10(f3(a1),a1),f10(f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,2908,2931,3146,3256,3121,2552,176,226,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901])). % 87.97/87.86 cnf(3884,plain, % 87.97/87.86 (P5(x38841,f6(x38841,f12(f14(f9(x38842,x38842,a1),x38843,a1),f5(f5(a1)),a1)),f12(f14(f9(x38842,x38842,a1),x38843,a1),f5(f5(a1)),a1))), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,2511,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,3195,2908,2931,3146,3256,3121,2552,176,226,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702])). % 87.97/87.86 cnf(3887,plain, % 87.97/87.86 (~P6(f3(a1),f12(f12(f15(f3(a1)),f15(f3(a1)),a1),f12(f15(f3(a1)),f15(f3(a1)),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,2511,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,3195,2908,2931,3146,3256,3121,2552,176,226,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904])). % 87.97/87.86 cnf(3889,plain, % 87.97/87.86 (~E(f11(f12(f5(f5(f3(a1))),f6(f4(a1),a1),a1),a1),f3(a1))), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,2511,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,3195,2908,2931,3146,3256,3121,2552,176,226,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416])). % 87.97/87.86 cnf(3891,plain, % 87.97/87.86 (~E(f10(f12(f5(f5(f3(a1))),f6(f4(a1),a1),a1),a1),f3(a1))), % 87.97/87.86 inference(scs_inference,[],[3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,2511,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,3195,2908,2931,3146,3256,3121,2552,176,226,175,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417])). % 87.97/87.86 cnf(3895,plain, % 87.97/87.86 (P72(f12(f14(x38951,x38952,a1),f12(f14(f9(f9(x38953,x38953,a1),x38951,a1),x38952,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,2478,2511,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,2051,1969,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,3195,2908,2931,3146,3256,3121,2552,176,226,175,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147])). % 87.97/87.86 cnf(3896,plain, % 87.97/87.86 (E(f12(f14(x38961,x38962,a1),x38963,a1),f12(f14(x38964,x38962,a1),f12(f14(f9(x38961,x38964,a1),x38962,a1),x38963,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3899,plain, % 87.97/87.86 (~P6(f14(f8(f12(f14(f9(x38991,x38991,a1),x38992,a1),x38993,a1),f31(x38994,x38995),a1),f31(x38994,x38995),a1),x38993,a1)), % 87.97/87.86 inference(scs_inference,[],[2000,3348,3559,3447,3396,2694,3537,3426,2578,2141,2369,2478,2511,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,3195,2908,2931,3146,3256,3121,2552,3235,176,226,175,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935])). % 87.97/87.86 cnf(3905,plain, % 87.97/87.86 (~P5(f12(f12(f12(f12(f31(x39051,x39052),x39053,a1),x39054,a1),f6(f5(f5(x39054)),a1),a1),f5(f5(f3(a1))),a1),x39053,a1)), % 87.97/87.86 inference(scs_inference,[],[2000,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2511,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,3734,3167,3195,2908,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940])). % 87.97/87.86 cnf(3910,plain, % 87.97/87.86 (E(f4(a1),f6(f4(a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2511,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,1305,1497,3734,3167,3195,2908,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594])). % 87.97/87.86 cnf(3911,plain, % 87.97/87.86 (P5(x39111,f6(x39111,a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1305])). % 87.97/87.86 cnf(3913,plain, % 87.97/87.86 (P52(f12(f14(x39131,x39132,a1),f12(f14(f9(f9(x39133,x39133,a1),x39131,a1),x39132,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2511,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,1305,1497,3734,3167,3195,2908,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110])). % 87.97/87.86 cnf(3914,plain, % 87.97/87.86 (E(f12(f14(x39141,x39142,a1),x39143,a1),f12(f14(x39144,x39142,a1),f12(f14(f9(x39141,x39144,a1),x39142,a1),x39143,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3917,plain, % 87.97/87.86 (P40(f12(f14(x39171,x39172,a1),f12(f14(f9(f9(x39173,x39173,a1),x39171,a1),x39172,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2496,2511,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91])). % 87.97/87.86 cnf(3918,plain, % 87.97/87.86 (E(f12(f14(x39181,x39182,a1),x39183,a1),f12(f14(x39184,x39182,a1),f12(f14(f9(x39181,x39184,a1),x39182,a1),x39183,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3920,plain, % 87.97/87.86 (~P5(f12(f12(f31(x39201,x39202),x39203,a1),f5(f5(f3(a1))),a1),x39203,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(3922,plain, % 87.97/87.86 (~P5(f11(f11(f13(f6(f4(a1),a1),a1),a1),a1),f11(f13(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2496,2511,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720])). % 87.97/87.86 cnf(3924,plain, % 87.97/87.86 (P45(f12(f14(x39241,x39242,a1),f12(f14(f9(f9(x39243,x39243,a1),x39241,a1),x39242,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2480,2496,2511,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106])). % 87.97/87.86 cnf(3925,plain, % 87.97/87.86 (E(f12(f14(x39251,x39252,a1),x39253,a1),f12(f14(x39254,x39252,a1),f12(f14(f9(x39251,x39254,a1),x39252,a1),x39253,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3928,plain, % 87.97/87.86 (~P7(f14(f14(f4(a1),f3(a1),a1),f4(a1),a1),f4(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2480,2496,2511,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816])). % 87.97/87.86 cnf(3932,plain, % 87.97/87.86 (P68(f12(f14(x39321,x39322,a1),f12(f14(f9(f9(x39323,x39323,a1),x39321,a1),x39322,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2511,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142])). % 87.97/87.86 cnf(3933,plain, % 87.97/87.86 (E(f12(f14(x39331,x39332,a1),x39333,a1),f12(f14(x39334,x39332,a1),f12(f14(f9(x39331,x39334,a1),x39332,a1),x39333,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3934,plain, % 87.97/87.86 (P48(f12(f14(x39341,x39342,a1),f12(f14(f9(f9(x39343,x39343,a1),x39341,a1),x39342,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2511,2548,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122])). % 87.97/87.86 cnf(3935,plain, % 87.97/87.86 (E(f12(f14(x39351,x39352,a1),x39353,a1),f12(f14(x39354,x39352,a1),f12(f14(f9(x39351,x39354,a1),x39352,a1),x39353,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3936,plain, % 87.97/87.86 (P62(f12(f14(x39361,x39362,a1),f12(f14(f9(f9(x39363,x39363,a1),x39361,a1),x39362,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2511,2542,2548,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88])). % 87.97/87.86 cnf(3937,plain, % 87.97/87.86 (E(f12(f14(x39371,x39372,a1),x39373,a1),f12(f14(x39374,x39372,a1),f12(f14(f9(x39371,x39374,a1),x39372,a1),x39373,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3942,plain, % 87.97/87.86 (P22(f12(f14(x39421,x39422,a1),f12(f14(f9(f9(x39423,x39423,a1),x39421,a1),x39422,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3348,3559,3447,3396,2694,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2511,2540,2542,2548,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3256,3121,2552,3235,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144])). % 87.97/87.86 cnf(3943,plain, % 87.97/87.86 (E(f12(f14(x39431,x39432,a1),x39433,a1),f12(f14(x39434,x39432,a1),f12(f14(f9(x39431,x39434,a1),x39432,a1),x39433,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3952,plain, % 87.97/87.86 (P5(f12(f14(x39521,x39522,a1),f12(f14(f9(f9(x39523,x39523,a1),x39521,a1),x39522,a1),x39524,a1),a1),x39524,a1)), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2511,2540,2542,2548,2586,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097])). % 87.97/87.86 cnf(3955,plain, % 87.97/87.86 (P41(f12(f14(x39551,x39552,a1),f12(f14(f9(f9(x39553,x39553,a1),x39551,a1),x39552,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2511,2540,2542,2548,2586,2614,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137])). % 87.97/87.86 cnf(3956,plain, % 87.97/87.86 (E(f12(f14(x39561,x39562,a1),x39563,a1),f12(f14(x39564,x39562,a1),f12(f14(f9(x39561,x39564,a1),x39562,a1),x39563,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3957,plain, % 87.97/87.86 (~P6(x39571,f11(f12(f6(f11(x39571,a1),a1),f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2511,2540,2542,2548,2586,2614,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768])). % 87.97/87.86 cnf(3958,plain, % 87.97/87.86 (~P6(f12(f6(x39581,a1),f4(a1),a1),x39581,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(3962,plain, % 87.97/87.86 (P12(f12(f14(x39621,x39622,a1),f12(f14(f9(f9(x39623,x39623,a1),x39621,a1),x39622,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2511,2540,2542,2548,2586,2614,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98])). % 87.97/87.86 cnf(3963,plain, % 87.97/87.86 (E(f12(f14(x39631,x39632,a1),x39633,a1),f12(f14(x39634,x39632,a1),f12(f14(f9(x39631,x39634,a1),x39632,a1),x39633,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3964,plain, % 87.97/87.86 (P21(f12(f14(x39641,x39642,a1),f12(f14(f9(f9(x39643,x39643,a1),x39641,a1),x39642,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2511,2513,2540,2542,2548,2586,2614,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140])). % 87.97/87.86 cnf(3965,plain, % 87.97/87.86 (E(f12(f14(x39651,x39652,a1),x39653,a1),f12(f14(x39654,x39652,a1),f12(f14(f9(x39651,x39654,a1),x39652,a1),x39653,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3966,plain, % 87.97/87.86 (P5(f12(f14(x39661,x39662,a1),f12(f14(x39663,x39662,a1),x39664,a1),a1),f12(f14(x39665,x39662,a1),f12(f14(f9(x39663,f9(x39665,x39661,a1),a1),x39662,a1),x39664,a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2511,2513,2540,2542,2548,2586,2614,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241])). % 87.97/87.86 cnf(3969,plain, % 87.97/87.86 (P61(f12(f14(x39691,x39692,a1),f12(f14(f9(f9(x39693,x39693,a1),x39691,a1),x39692,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2511,2513,2525,2540,2542,2548,2586,2614,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100])). % 87.97/87.86 cnf(3970,plain, % 87.97/87.86 (E(f12(f14(x39701,x39702,a1),x39703,a1),f12(f14(x39704,x39702,a1),f12(f14(f9(x39701,x39704,a1),x39702,a1),x39703,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3971,plain, % 87.97/87.86 (P53(f12(f14(x39711,x39712,a1),f12(f14(f9(f9(x39713,x39713,a1),x39711,a1),x39712,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2511,2513,2525,2540,2542,2548,2586,2614,2632,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113])). % 87.97/87.86 cnf(3972,plain, % 87.97/87.86 (E(f12(f14(x39721,x39722,a1),x39723,a1),f12(f14(x39724,x39722,a1),f12(f14(f9(x39721,x39724,a1),x39722,a1),x39723,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3973,plain, % 87.97/87.86 (P28(f12(f14(x39731,x39732,a1),f12(f14(f9(f9(x39733,x39733,a1),x39731,a1),x39732,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2511,2513,2525,2540,2542,2548,2586,2614,2621,2632,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125])). % 87.97/87.86 cnf(3974,plain, % 87.97/87.86 (E(f12(f14(x39741,x39742,a1),x39743,a1),f12(f14(x39744,x39742,a1),f12(f14(f9(x39741,x39744,a1),x39742,a1),x39743,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3975,plain, % 87.97/87.86 (P56(f12(f14(x39751,x39752,a1),f12(f14(f9(f9(x39753,x39753,a1),x39751,a1),x39752,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2511,2513,2525,2540,2542,2548,2586,2614,2621,2632,2652,1351,1349,2273,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,1738,2407,3769,3809,3874,1431,1716,2053,1305,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145])). % 87.97/87.86 cnf(3976,plain, % 87.97/87.86 (E(f12(f14(x39761,x39762,a1),x39763,a1),f12(f14(x39764,x39762,a1),f12(f14(f9(x39761,x39764,a1),x39762,a1),x39763,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3978,plain, % 87.97/87.86 (P5(x39781,f6(x39781,a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1305])). % 87.97/87.86 cnf(3982,plain, % 87.97/87.86 (P19(f12(f14(x39821,x39822,a1),f12(f14(f9(f9(x39823,x39823,a1),x39821,a1),x39822,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3348,3559,3447,3396,2694,1967,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2509,2511,2513,2525,2540,2542,2548,2586,2614,2621,2632,2652,1351,1349,2273,2257,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150])). % 87.97/87.86 cnf(3983,plain, % 87.97/87.86 (E(f12(f14(x39831,x39832,a1),x39833,a1),f12(f14(x39834,x39832,a1),f12(f14(f9(x39831,x39834,a1),x39832,a1),x39833,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3984,plain, % 87.97/87.86 (P5(x39841,f5(f5(x39841)),f12(f14(f9(x39842,x39842,a1),x39843,a1),f5(f5(f5(f5(a1)))),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2509,2511,2513,2525,2540,2542,2548,2586,2614,2621,2632,2652,1351,1349,2273,2257,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85])). % 87.97/87.86 cnf(3985,plain, % 87.97/87.86 (E(x39851,f12(f14(f9(x39852,x39852,a1),x39853,a1),x39851,a1))), % 87.97/87.86 inference(rename_variables,[],[1773])). % 87.97/87.86 cnf(3986,plain, % 87.97/87.86 (P70(f12(f14(x39861,x39862,a1),f12(f14(f9(f9(x39863,x39863,a1),x39861,a1),x39862,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2509,2511,2513,2525,2540,2542,2548,2586,2612,2614,2621,2632,2652,1351,1349,2273,2257,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127])). % 87.97/87.86 cnf(3987,plain, % 87.97/87.86 (E(f12(f14(x39871,x39872,a1),x39873,a1),f12(f14(x39874,x39872,a1),f12(f14(f9(x39871,x39874,a1),x39872,a1),x39873,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3988,plain, % 87.97/87.86 (P43(f12(f14(x39881,x39882,a1),f12(f14(f9(f9(x39883,x39883,a1),x39881,a1),x39882,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,2578,2141,2369,2478,2480,2482,2496,2507,2509,2511,2513,2525,2540,2542,2548,2586,2612,2614,2621,2632,2644,2652,1351,1349,2273,2257,2486,333,3782,3792,3806,3835,3871,3880,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118])). % 87.97/87.86 cnf(3989,plain, % 87.97/87.86 (E(f12(f14(x39891,x39892,a1),x39893,a1),f12(f14(x39894,x39892,a1),f12(f14(f9(x39891,x39894,a1),x39892,a1),x39893,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(3991,plain, % 87.97/87.86 (~P6(f12(f6(x39911,a1),f4(a1),a1),x39911,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4000,plain, % 87.97/87.86 (P42(f12(f14(x40001,x40002,a1),f12(f14(f9(f9(x40003,x40003,a1),x40001,a1),x40002,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2478,2480,2482,2496,2507,2509,2511,2513,2525,2540,2542,2548,2558,2586,2612,2614,2621,2632,2644,2652,1351,1349,2273,2257,2486,333,3782,3792,3806,3835,3871,3880,3958,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131])). % 87.97/87.86 cnf(4001,plain, % 87.97/87.86 (E(f12(f14(x40011,x40012,a1),x40013,a1),f12(f14(x40014,x40012,a1),f12(f14(f9(x40011,x40014,a1),x40012,a1),x40013,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4002,plain, % 87.97/87.86 (P24(f12(f14(x40021,x40022,a1),f12(f14(f9(f9(x40023,x40023,a1),x40021,a1),x40022,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2478,2480,2482,2496,2500,2507,2509,2511,2513,2525,2540,2542,2548,2558,2586,2612,2614,2621,2632,2644,2652,1351,1349,2273,2257,2486,333,3782,3792,3806,3835,3871,3880,3958,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128])). % 87.97/87.86 cnf(4003,plain, % 87.97/87.86 (E(f12(f14(x40031,x40032,a1),x40033,a1),f12(f14(x40034,x40032,a1),f12(f14(f9(x40031,x40034,a1),x40032,a1),x40033,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4004,plain, % 87.97/87.86 (P35(f12(f14(x40041,x40042,a1),f12(f14(f9(f9(x40043,x40043,a1),x40041,a1),x40042,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2478,2480,2482,2496,2500,2507,2509,2511,2513,2525,2540,2542,2548,2558,2586,2600,2612,2614,2621,2632,2644,2652,1351,1349,2273,2257,2486,333,3782,3792,3806,3835,3871,3880,3958,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146])). % 87.97/87.86 cnf(4005,plain, % 87.97/87.86 (E(f12(f14(x40051,x40052,a1),x40053,a1),f12(f14(x40054,x40052,a1),f12(f14(f9(x40051,x40054,a1),x40052,a1),x40053,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4008,plain, % 87.97/87.86 (P18(f12(f14(x40081,x40082,a1),f12(f14(f9(f9(x40083,x40083,a1),x40081,a1),x40082,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2478,2480,2482,2496,2500,2507,2509,2511,2513,2525,2527,2540,2542,2548,2558,2586,2600,2612,2614,2621,2632,2644,2652,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130])). % 87.97/87.86 cnf(4009,plain, % 87.97/87.86 (E(f12(f14(x40091,x40092,a1),x40093,a1),f12(f14(x40094,x40092,a1),f12(f14(f9(x40091,x40094,a1),x40092,a1),x40093,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4011,plain, % 87.97/87.86 (~P6(f12(f6(x40111,a1),f4(a1),a1),x40111,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4014,plain, % 87.97/87.86 (E(f12(f14(x40141,x40142,a1),x40143,a1),f12(f14(x40144,x40142,a1),f12(f14(f9(x40141,x40144,a1),x40142,a1),x40143,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4015,plain, % 87.97/87.86 (P60(f12(f14(x40151,x40152,a1),f12(f14(f9(f9(x40153,x40153,a1),x40151,a1),x40152,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2525,2527,2540,2542,2548,2558,2586,2600,2612,2614,2621,2632,2644,2652,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87])). % 87.97/87.86 cnf(4016,plain, % 87.97/87.86 (E(f12(f14(x40161,x40162,a1),x40163,a1),f12(f14(x40164,x40162,a1),f12(f14(f9(x40161,x40164,a1),x40162,a1),x40163,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4017,plain, % 87.97/87.86 (P57(f12(f14(x40171,x40172,a1),f12(f14(f9(f9(x40173,x40173,a1),x40171,a1),x40172,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2525,2527,2540,2542,2548,2558,2562,2586,2600,2612,2614,2621,2632,2644,2652,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135])). % 87.97/87.86 cnf(4018,plain, % 87.97/87.86 (E(f12(f14(x40181,x40182,a1),x40183,a1),f12(f14(x40184,x40182,a1),f12(f14(f9(x40181,x40184,a1),x40182,a1),x40183,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4019,plain, % 87.97/87.86 (P3(f12(f14(x40191,x40192,a1),f12(f14(f9(f9(x40193,x40193,a1),x40191,a1),x40192,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2548,2558,2562,2586,2600,2612,2614,2621,2632,2644,2652,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92])). % 87.97/87.86 cnf(4020,plain, % 87.97/87.86 (E(f12(f14(x40201,x40202,a1),x40203,a1),f12(f14(x40204,x40202,a1),f12(f14(f9(x40201,x40204,a1),x40202,a1),x40203,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4023,plain, % 87.97/87.86 (P71(f12(f14(x40231,x40232,a1),f12(f14(f9(f9(x40233,x40233,a1),x40231,a1),x40232,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2548,2558,2562,2586,2600,2608,2612,2614,2621,2632,2644,2652,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143])). % 87.97/87.86 cnf(4024,plain, % 87.97/87.86 (E(f12(f14(x40241,x40242,a1),x40243,a1),f12(f14(x40244,x40242,a1),f12(f14(f9(x40241,x40244,a1),x40242,a1),x40243,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4025,plain, % 87.97/87.86 (P17(f12(f14(x40251,x40252,a1),f12(f14(f9(f9(x40253,x40253,a1),x40251,a1),x40252,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2600,2608,2612,2614,2621,2632,2644,2652,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148])). % 87.97/87.86 cnf(4026,plain, % 87.97/87.86 (E(f12(f14(x40261,x40262,a1),x40263,a1),f12(f14(x40264,x40262,a1),f12(f14(f9(x40261,x40264,a1),x40262,a1),x40263,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4027,plain, % 87.97/87.86 (P44(f12(f14(x40271,x40272,a1),f12(f14(f9(f9(x40273,x40273,a1),x40271,a1),x40272,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2600,2608,2612,2614,2621,2632,2644,2652,2686,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126])). % 87.97/87.86 cnf(4028,plain, % 87.97/87.86 (E(f12(f14(x40281,x40282,a1),x40283,a1),f12(f14(x40284,x40282,a1),f12(f14(f9(x40281,x40284,a1),x40282,a1),x40283,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4029,plain, % 87.97/87.86 (P49(f12(f14(x40291,x40292,a1),f12(f14(f9(f9(x40293,x40293,a1),x40291,a1),x40292,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2612,2614,2621,2632,2644,2652,2686,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90])). % 87.97/87.86 cnf(4030,plain, % 87.97/87.86 (E(f12(f14(x40301,x40302,a1),x40303,a1),f12(f14(x40304,x40302,a1),f12(f14(f9(x40301,x40304,a1),x40302,a1),x40303,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4031,plain, % 87.97/87.86 (P54(f12(f14(x40311,x40312,a1),f12(f14(f9(f9(x40313,x40313,a1),x40311,a1),x40312,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2632,2644,2652,2686,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152])). % 87.97/87.86 cnf(4032,plain, % 87.97/87.86 (E(f12(f14(x40321,x40322,a1),x40323,a1),f12(f14(x40324,x40322,a1),f12(f14(f9(x40321,x40324,a1),x40322,a1),x40323,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4033,plain, % 87.97/87.86 (P30(f12(f14(x40331,x40332,a1),f12(f14(f9(f9(x40333,x40333,a1),x40331,a1),x40332,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,3348,3559,3447,3396,2694,1967,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2632,2644,2652,2686,2690,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124])). % 87.97/87.86 cnf(4034,plain, % 87.97/87.86 (E(f12(f14(x40341,x40342,a1),x40343,a1),f12(f14(x40344,x40342,a1),f12(f14(f9(x40341,x40344,a1),x40342,a1),x40343,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4035,plain, % 87.97/87.86 (P7(f6(f4(a1),a1),f12(f14(f9(x40351,x40351,a1),x40352,a1),f4(a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2632,2644,2652,2686,2690,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96])). % 87.97/87.86 cnf(4036,plain, % 87.97/87.86 (E(x40361,f12(f14(f9(x40362,x40362,a1),x40363,a1),x40361,a1))), % 87.97/87.86 inference(rename_variables,[],[1773])). % 87.97/87.86 cnf(4037,plain, % 87.97/87.86 (P38(f12(f14(x40371,x40372,a1),f12(f14(f9(f9(x40373,x40373,a1),x40371,a1),x40372,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2632,2640,2644,2652,2686,2690,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117])). % 87.97/87.86 cnf(4038,plain, % 87.97/87.86 (E(f12(f14(x40381,x40382,a1),x40383,a1),f12(f14(x40384,x40382,a1),f12(f14(f9(x40381,x40384,a1),x40382,a1),x40383,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4039,plain, % 87.97/87.86 (P26(f12(f14(x40391,x40392,a1),f12(f14(f9(f9(x40393,x40393,a1),x40391,a1),x40392,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2632,2640,2644,2652,2686,2690,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119])). % 87.97/87.86 cnf(4040,plain, % 87.97/87.86 (E(f12(f14(x40401,x40402,a1),x40403,a1),f12(f14(x40404,x40402,a1),f12(f14(f9(x40401,x40404,a1),x40402,a1),x40403,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4041,plain, % 87.97/87.86 (P23(f12(f14(x40411,x40412,a1),f12(f14(f9(f9(x40413,x40413,a1),x40411,a1),x40412,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2652,2686,2690,2710,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120])). % 87.97/87.86 cnf(4042,plain, % 87.97/87.86 (E(f12(f14(x40421,x40422,a1),x40423,a1),f12(f14(x40424,x40422,a1),f12(f14(f9(x40421,x40424,a1),x40422,a1),x40423,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4043,plain, % 87.97/87.86 (P31(f12(f14(x40431,x40432,a1),f12(f14(f9(f9(x40433,x40433,a1),x40431,a1),x40432,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2652,2686,2690,2710,2739,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81])). % 87.97/87.86 cnf(4044,plain, % 87.97/87.86 (E(f12(f14(x40441,x40442,a1),x40443,a1),f12(f14(x40444,x40442,a1),f12(f14(f9(x40441,x40444,a1),x40442,a1),x40443,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4045,plain, % 87.97/87.86 (P50(f12(f14(x40451,x40452,a1),f12(f14(f9(f9(x40453,x40453,a1),x40451,a1),x40452,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2686,2690,2710,2739,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94])). % 87.97/87.86 cnf(4046,plain, % 87.97/87.86 (E(f12(f14(x40461,x40462,a1),x40463,a1),f12(f14(x40464,x40462,a1),f12(f14(f9(x40461,x40464,a1),x40462,a1),x40463,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4047,plain, % 87.97/87.86 (P63(f12(f14(x40471,x40472,a1),f12(f14(f9(f9(x40473,x40473,a1),x40471,a1),x40472,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2686,2690,2710,2739,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89])). % 87.97/87.86 cnf(4048,plain, % 87.97/87.86 (E(f12(f14(x40481,x40482,a1),x40483,a1),f12(f14(x40484,x40482,a1),f12(f14(f9(x40481,x40484,a1),x40482,a1),x40483,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4049,plain, % 87.97/87.86 (P46(f12(f14(x40491,x40492,a1),f12(f14(f9(f9(x40493,x40493,a1),x40491,a1),x40492,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2710,2739,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93])). % 87.97/87.86 cnf(4050,plain, % 87.97/87.86 (E(f12(f14(x40501,x40502,a1),x40503,a1),f12(f14(x40504,x40502,a1),f12(f14(f9(x40501,x40504,a1),x40502,a1),x40503,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4051,plain, % 87.97/87.86 (P16(f12(f14(x40511,x40512,a1),f12(f14(f9(f9(x40513,x40513,a1),x40511,a1),x40512,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2710,2739,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112])). % 87.97/87.86 cnf(4052,plain, % 87.97/87.86 (E(f12(f14(x40521,x40522,a1),x40523,a1),f12(f14(x40524,x40522,a1),f12(f14(f9(x40521,x40524,a1),x40522,a1),x40523,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4053,plain, % 87.97/87.86 (P34(f12(f14(x40531,x40532,a1),f12(f14(f9(f9(x40533,x40533,a1),x40531,a1),x40532,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105])). % 87.97/87.86 cnf(4054,plain, % 87.97/87.86 (E(f12(f14(x40541,x40542,a1),x40543,a1),f12(f14(x40544,x40542,a1),f12(f14(f9(x40541,x40544,a1),x40542,a1),x40543,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4055,plain, % 87.97/87.86 (P4(f12(f14(x40551,x40552,a1),f12(f14(f9(f9(x40553,x40553,a1),x40551,a1),x40552,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2692,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101])). % 87.97/87.86 cnf(4056,plain, % 87.97/87.86 (E(f12(f14(x40561,x40562,a1),x40563,a1),f12(f14(x40564,x40562,a1),f12(f14(f9(x40561,x40564,a1),x40562,a1),x40563,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4057,plain, % 87.97/87.86 (P29(f12(f14(x40571,x40572,a1),f12(f14(f9(f9(x40573,x40573,a1),x40571,a1),x40572,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2692,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107])). % 87.97/87.86 cnf(4058,plain, % 87.97/87.86 (E(f12(f14(x40581,x40582,a1),x40583,a1),f12(f14(x40584,x40582,a1),f12(f14(f9(x40581,x40584,a1),x40582,a1),x40583,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4059,plain, % 87.97/87.86 (P64(f12(f14(x40591,x40592,a1),f12(f14(f9(f9(x40593,x40593,a1),x40591,a1),x40592,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2598,2600,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121])). % 87.97/87.86 cnf(4060,plain, % 87.97/87.86 (E(f12(f14(x40601,x40602,a1),x40603,a1),f12(f14(x40604,x40602,a1),f12(f14(f9(x40601,x40604,a1),x40602,a1),x40603,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4061,plain, % 87.97/87.86 (P14(f12(f14(x40611,x40612,a1),f12(f14(f9(f9(x40613,x40613,a1),x40611,a1),x40612,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139])). % 87.97/87.86 cnf(4062,plain, % 87.97/87.86 (E(f12(f14(x40621,x40622,a1),x40623,a1),f12(f14(x40624,x40622,a1),f12(f14(f9(x40621,x40624,a1),x40622,a1),x40623,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4063,plain, % 87.97/87.86 (P6(f12(f14(f9(x40631,x40631,a1),x40632,a1),f5(f5(f3(a1))),a1),f31(x40633,x40634),f12(f14(f9(x40635,x40635,a1),x40636,a1),a1,a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78])). % 87.97/87.86 cnf(4064,plain, % 87.97/87.86 (E(x40641,f12(f14(f9(x40642,x40642,a1),x40643,a1),x40641,a1))), % 87.97/87.86 inference(rename_variables,[],[1773])). % 87.97/87.86 cnf(4065,plain, % 87.97/87.86 (P59(f12(f14(x40651,x40652,a1),f12(f14(f9(f9(x40653,x40653,a1),x40651,a1),x40652,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86])). % 87.97/87.86 cnf(4066,plain, % 87.97/87.86 (E(f12(f14(x40661,x40662,a1),x40663,a1),f12(f14(x40664,x40662,a1),f12(f14(f9(x40661,x40664,a1),x40662,a1),x40663,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4067,plain, % 87.97/87.86 (P67(f12(f14(x40671,x40672,a1),f12(f14(f9(f9(x40673,x40673,a1),x40671,a1),x40672,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2540,2542,2544,2548,2558,2562,2586,2588,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2664,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132])). % 87.97/87.86 cnf(4068,plain, % 87.97/87.86 (E(f12(f14(x40681,x40682,a1),x40683,a1),f12(f14(x40684,x40682,a1),f12(f14(f9(x40681,x40684,a1),x40682,a1),x40683,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4069,plain, % 87.97/87.86 (P9(f12(f14(x40691,x40692,a1),f12(f14(f9(f9(x40693,x40693,a1),x40691,a1),x40692,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2586,2588,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2640,2644,2650,2652,2664,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102])). % 87.97/87.86 cnf(4070,plain, % 87.97/87.86 (E(f12(f14(x40701,x40702,a1),x40703,a1),f12(f14(x40704,x40702,a1),f12(f14(f9(x40701,x40704,a1),x40702,a1),x40703,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4071,plain, % 87.97/87.86 (P55(f12(f14(x40711,x40712,a1),f12(f14(f9(f9(x40713,x40713,a1),x40711,a1),x40712,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2586,2588,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2638,2640,2644,2650,2652,2664,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115])). % 87.97/87.86 cnf(4072,plain, % 87.97/87.86 (E(f12(f14(x40721,x40722,a1),x40723,a1),f12(f14(x40724,x40722,a1),f12(f14(f9(x40721,x40724,a1),x40722,a1),x40723,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4073,plain, % 87.97/87.86 (P11(f12(f14(x40731,x40732,a1),f12(f14(f9(f9(x40733,x40733,a1),x40731,a1),x40732,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2638,2640,2644,2650,2652,2664,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134])). % 87.97/87.86 cnf(4074,plain, % 87.97/87.86 (E(f12(f14(x40741,x40742,a1),x40743,a1),f12(f14(x40744,x40742,a1),f12(f14(f9(x40741,x40744,a1),x40742,a1),x40743,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4075,plain, % 87.97/87.86 (P32(f12(f14(x40751,x40752,a1),f12(f14(f9(f9(x40753,x40753,a1),x40751,a1),x40752,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2638,2640,2644,2650,2652,2664,2679,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82])). % 87.97/87.86 cnf(4076,plain, % 87.97/87.86 (E(f12(f14(x40761,x40762,a1),x40763,a1),f12(f14(x40764,x40762,a1),f12(f14(f9(x40761,x40764,a1),x40762,a1),x40763,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4077,plain, % 87.97/87.86 (P6(f3(a1),f31(x40771,x40772),f12(f14(f9(x40773,x40773,a1),x40774,a1),f5(f5(f5(f5(a1)))),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2638,2640,2644,2650,2652,2664,2679,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80])). % 87.97/87.86 cnf(4078,plain, % 87.97/87.86 (E(x40781,f12(f14(f9(x40782,x40782,a1),x40783,a1),x40781,a1))), % 87.97/87.86 inference(rename_variables,[],[1773])). % 87.97/87.86 cnf(4079,plain, % 87.97/87.86 (P27(f12(f14(x40791,x40792,a1),f12(f14(f9(f9(x40793,x40793,a1),x40791,a1),x40792,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2638,2640,2644,2650,2652,2664,2679,2684,2686,2690,2692,2701,2710,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111])). % 87.97/87.86 cnf(4080,plain, % 87.97/87.86 (E(f12(f14(x40801,x40802,a1),x40803,a1),f12(f14(x40804,x40802,a1),f12(f14(f9(x40801,x40804,a1),x40802,a1),x40803,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4081,plain, % 87.97/87.86 (P39(f12(f14(x40811,x40812,a1),f12(f14(f9(f9(x40813,x40813,a1),x40811,a1),x40812,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2638,2640,2644,2650,2652,2664,2679,2684,2686,2690,2692,2701,2710,2733,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76])). % 87.97/87.86 cnf(4082,plain, % 87.97/87.86 (E(f12(f14(x40821,x40822,a1),x40823,a1),f12(f14(x40824,x40822,a1),f12(f14(f9(x40821,x40824,a1),x40822,a1),x40823,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4083,plain, % 87.97/87.86 (P69(f12(f14(x40831,x40832,a1),f12(f14(f9(f9(x40833,x40833,a1),x40831,a1),x40832,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2638,2640,2644,2650,2652,2664,2679,2684,2686,2690,2692,2701,2710,2733,2739,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136])). % 87.97/87.86 cnf(4084,plain, % 87.97/87.86 (E(f12(f14(x40841,x40842,a1),x40843,a1),f12(f14(x40844,x40842,a1),f12(f14(f9(x40841,x40844,a1),x40842,a1),x40843,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4085,plain, % 87.97/87.86 (P2(f12(f14(x40851,x40852,a1),f12(f14(f9(f9(x40853,x40853,a1),x40851,a1),x40852,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2632,2638,2640,2644,2650,2652,2664,2679,2684,2686,2690,2692,2701,2710,2733,2739,2741,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77])). % 87.97/87.86 cnf(4086,plain, % 87.97/87.86 (E(f12(f14(x40861,x40862,a1),x40863,a1),f12(f14(x40864,x40862,a1),f12(f14(f9(x40861,x40864,a1),x40862,a1),x40863,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4087,plain, % 87.97/87.86 (P47(f12(f14(x40871,x40872,a1),f12(f14(f9(f9(x40873,x40873,a1),x40871,a1),x40872,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2679,2684,2686,2690,2692,2701,2710,2733,2739,2741,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133])). % 87.97/87.86 cnf(4088,plain, % 87.97/87.86 (E(f12(f14(x40881,x40882,a1),x40883,a1),f12(f14(x40884,x40882,a1),f12(f14(f9(x40881,x40884,a1),x40882,a1),x40883,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4089,plain, % 87.97/87.86 (P33(f12(f14(x40891,x40892,a1),f12(f14(f9(f9(x40893,x40893,a1),x40891,a1),x40892,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2679,2684,2686,2690,2692,2697,2701,2710,2733,2739,2741,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99])). % 87.97/87.86 cnf(4090,plain, % 87.97/87.86 (E(f12(f14(x40901,x40902,a1),x40903,a1),f12(f14(x40904,x40902,a1),f12(f14(f9(x40901,x40904,a1),x40902,a1),x40903,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4091,plain, % 87.97/87.86 (P66(f12(f14(x40911,x40912,a1),f12(f14(f9(f9(x40913,x40913,a1),x40911,a1),x40912,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2679,2684,2686,2690,2692,2697,2701,2710,2733,2739,2741,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104])). % 87.97/87.86 cnf(4092,plain, % 87.97/87.86 (E(f12(f14(x40921,x40922,a1),x40923,a1),f12(f14(x40924,x40922,a1),f12(f14(f9(x40921,x40924,a1),x40922,a1),x40923,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4093,plain, % 87.97/87.86 (P58(f12(f14(x40931,x40932,a1),f12(f14(f9(f9(x40933,x40933,a1),x40931,a1),x40932,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2679,2684,2686,2688,2690,2692,2697,2701,2710,2733,2739,2741,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141])). % 87.97/87.86 cnf(4094,plain, % 87.97/87.86 (E(f12(f14(x40941,x40942,a1),x40943,a1),f12(f14(x40944,x40942,a1),f12(f14(f9(x40941,x40944,a1),x40942,a1),x40943,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4095,plain, % 87.97/87.86 (P51(f12(f14(x40951,x40952,a1),f12(f14(f9(f9(x40953,x40953,a1),x40951,a1),x40952,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2679,2684,2686,2688,2690,2692,2697,2701,2710,2733,2739,2741,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103])). % 87.97/87.86 cnf(4096,plain, % 87.97/87.86 (E(f12(f14(x40961,x40962,a1),x40963,a1),f12(f14(x40964,x40962,a1),f12(f14(f9(x40961,x40964,a1),x40962,a1),x40963,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4097,plain, % 87.97/87.86 (P10(f12(f14(x40971,x40972,a1),f12(f14(f9(f9(x40973,x40973,a1),x40971,a1),x40972,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2710,2733,2739,2741,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116])). % 87.97/87.86 cnf(4098,plain, % 87.97/87.86 (E(f12(f14(x40981,x40982,a1),x40983,a1),f12(f14(x40984,x40982,a1),f12(f14(f9(x40981,x40984,a1),x40982,a1),x40983,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4099,plain, % 87.97/87.86 (P65(f12(f14(x40991,x40992,a1),f12(f14(f9(f9(x40993,x40993,a1),x40991,a1),x40992,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2710,2733,2739,2741,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108])). % 87.97/87.86 cnf(4100,plain, % 87.97/87.86 (E(f12(f14(x41001,x41002,a1),x41003,a1),f12(f14(x41004,x41002,a1),f12(f14(f9(x41001,x41004,a1),x41002,a1),x41003,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4101,plain, % 87.97/87.86 (P37(f12(f14(x41011,x41012,a1),f12(f14(f9(f9(x41013,x41013,a1),x41011,a1),x41012,a1),f5(f5(a2)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2710,2733,2739,2741,2560,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109])). % 87.97/87.86 cnf(4102,plain, % 87.97/87.86 (E(f12(f14(x41021,x41022,a1),x41023,a1),f12(f14(x41024,x41022,a1),f12(f14(f9(x41021,x41024,a1),x41022,a1),x41023,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4104,plain, % 87.97/87.86 (E(x41041,f12(f14(f9(x41042,x41042,a1),x41043,a1),x41041,a1))), % 87.97/87.86 inference(rename_variables,[],[1773])). % 87.97/87.86 cnf(4105,plain, % 87.97/87.86 (P25(f12(f14(x41051,x41052,a1),f12(f14(f9(f9(x41053,x41053,a1),x41051,a1),x41052,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,4078,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2710,2715,2733,2739,2741,2560,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114])). % 87.97/87.86 cnf(4106,plain, % 87.97/87.86 (E(f12(f14(x41061,x41062,a1),x41063,a1),f12(f14(x41064,x41062,a1),f12(f14(f9(x41061,x41064,a1),x41062,a1),x41063,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4107,plain, % 87.97/87.86 (P20(f12(f14(x41071,x41072,a1),f12(f14(f9(f9(x41073,x41073,a1),x41071,a1),x41072,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1773,3985,4036,4064,4078,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129])). % 87.97/87.86 cnf(4108,plain, % 87.97/87.86 (E(f12(f14(x41081,x41082,a1),x41083,a1),f12(f14(x41084,x41082,a1),f12(f14(f9(x41081,x41084,a1),x41082,a1),x41083,a1),a1))), % 87.97/87.86 inference(rename_variables,[],[2000])). % 87.97/87.86 cnf(4109,plain, % 87.97/87.86 (P5(x41091,f5(f5(f12(f14(f9(x41092,x41092,a1),x41093,a1),x41091,a1))),f5(f5(f5(f5(a1)))))), % 87.97/87.86 inference(scs_inference,[],[1453,1773,3985,4036,4064,4078,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83])). % 87.97/87.86 cnf(4110,plain, % 87.97/87.86 (P5(x41101,f5(f5(x41101)),f5(f5(f5(f5(a1)))))), % 87.97/87.86 inference(rename_variables,[],[3289])). % 87.97/87.86 cnf(4113,plain, % 87.97/87.86 (P1(f12(f14(x41131,x41132,a1),f12(f14(f9(f9(x41133,x41133,a1),x41131,a1),x41132,a1),f5(f5(a27)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,2745,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75])). % 87.97/87.86 cnf(4115,plain, % 87.97/87.86 (~E(f18(f20(a30,a35,a2),a2),f12(f14(f9(x41151,x41151,a1),x41152,a1),f11(a32,a1),a1))), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,2745,1351,1349,2273,2257,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1497,3734,3167,3195,2908,3748,2931,3146,3510,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,226,175,164,253,204,216,252,270,195,160,198,202,199,200,174,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3])). % 87.97/87.86 cnf(4118,plain, % 87.97/87.86 (P5(x41181,f5(f5(x41181)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4126,plain, % 87.97/87.86 (~P6(f12(f6(x41261,a1),f4(a1),a1),x41261,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4128,plain, % 87.97/87.86 (P6(f5(f5(f3(a1))),f6(f4(a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,2745,1351,3838,1349,3832,310,2273,2257,1357,2947,2486,262,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,1431,1716,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2931,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,202,199,200,174,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798])). % 87.97/87.86 cnf(4129,plain, % 87.97/87.86 (P5(f5(f5(x41291)),x41291,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(4135,plain, % 87.97/87.86 (~P5(f12(f12(f31(x41351,x41352),x41353,a1),f5(f5(f3(a1))),a1),x41353,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(4138,plain, % 87.97/87.86 (P5(f5(f5(x41381)),x41381,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(4140,plain, % 87.97/87.86 (~P6(f3(a1),f8(f14(f14(f3(a1),f31(x41401,x41402),a1),f19(f22(x41403),a27),a1),f19(f22(x41403),a27),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,2745,1351,3838,4129,1349,3832,310,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,202,199,200,174,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951])). % 87.97/87.86 cnf(4143,plain, % 87.97/87.86 (~E(f10(f11(f4(a1),a1),a1),f4(a1))), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,2745,1351,3838,4129,1349,3832,310,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,202,199,200,174,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429])). % 87.97/87.86 cnf(4145,plain, % 87.97/87.86 (P6(f3(a1),f5(f5(f6(f4(a1),a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,2745,1351,3838,4129,1349,3832,4118,310,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,1475,1980,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,202,199,200,174,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796])). % 87.97/87.86 cnf(4146,plain, % 87.97/87.86 (P5(x41461,f5(f5(x41461)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4150,plain, % 87.97/87.86 (~P6(f14(f3(a27),f12(f3(a27),x41501,a27),a27),f14(f3(a27),x41501,a27),a27)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,2745,1351,3838,4129,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,1475,1980,1361,2269,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155])). % 87.97/87.86 cnf(4151,plain, % 87.97/87.86 (P5(x41511,x41511,a27)), % 87.97/87.86 inference(rename_variables,[],[1361])). % 87.97/87.86 cnf(4153,plain, % 87.97/87.86 (~P6(f8(f12(f19(f22(x41531),a27),f14(x41532,f31(x41533,x41534),a1),a1),f31(x41533,x41534),a1),x41532,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2560,2670,2745,1351,3838,4129,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,1475,1980,1361,2269,1489,2051,1969,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,3586,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082])). % 87.97/87.86 cnf(4154,plain, % 87.97/87.86 (~P6(f14(f8(f12(f19(f22(x41541),a27),x41542,a1),f31(x41543,x41544),a1),f31(x41543,x41544),a1),x41542,a1)), % 87.97/87.86 inference(rename_variables,[],[3586])). % 87.97/87.86 cnf(4157,plain, % 87.97/87.86 (~P6(f12(f6(x41571,a1),f4(a1),a1),x41571,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4164,plain, % 87.97/87.86 (~P5(f12(f31(x41641,x41642),f12(x41643,f3(a1),a1),a1),x41643,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,1475,1980,1361,2269,1489,2051,1969,301,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,3586,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063])). % 87.97/87.86 cnf(4165,plain, % 87.97/87.86 (~P5(f12(f12(f31(x41651,x41652),x41653,a1),f5(f5(f3(a1))),a1),x41653,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(4166,plain, % 87.97/87.86 (P5(f5(f5(x41661)),x41661,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(4168,plain, % 87.97/87.86 (~P6(f12(f5(f5(f3(a1))),f8(f14(x41681,f31(x41682,x41683),a1),f31(x41682,x41683),a1),a1),x41681,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,1475,1980,1361,2269,1489,2051,1969,301,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,3586,3500,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083])). % 87.97/87.86 cnf(4172,plain, % 87.97/87.86 (P5(f5(f5(x41721)),x41721,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(4174,plain, % 87.97/87.86 (~P6(f14(f12(f3(a27),x41741,a27),f3(a27),a27),f14(x41741,f3(a27),a27),a27)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,1475,1980,1361,4151,2269,1489,2051,1969,301,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,3586,3500,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156])). % 87.97/87.86 cnf(4179,plain, % 87.97/87.86 (~P5(f14(f12(f19(f22(x41791),a27),f12(f5(f5(f3(a1))),x41792,a1),a1),f31(x41793,x41794),a1),f14(x41792,f31(x41793,x41794),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,1475,1980,1361,4151,2269,1489,2051,1969,301,2321,2731,1423,1931,2546,2860,2583,153,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,3586,3646,3500,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112])). % 87.97/87.86 cnf(4180,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x41801),a27),f12(f5(f5(f3(a1))),x41802,a1),a1),f31(x41803,x41804),a1),f31(x41803,x41804),a1),x41802,a1)), % 87.97/87.86 inference(rename_variables,[],[3646])). % 87.97/87.86 cnf(4190,plain, % 87.97/87.86 (~P5(f14(f12(f19(f22(x41901),a27),f12(f5(f5(f3(a1))),f3(a1),a1),a1),f31(x41902,x41903),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,1933,1475,1980,1361,4151,2269,1489,2051,1969,1480,301,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2053,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,3586,3646,4180,3500,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972])). % 87.97/87.86 cnf(4191,plain, % 87.97/87.86 (~P5(f8(f14(f12(f19(f22(x41911),a27),f12(f5(f5(f3(a1))),x41912,a1),a1),f31(x41913,x41914),a1),f31(x41913,x41914),a1),x41912,a1)), % 87.97/87.86 inference(rename_variables,[],[3646])). % 87.97/87.86 cnf(4193,plain, % 87.97/87.86 (P5(f5(f5(x41931)),f6(f6(x41931,a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,1933,1475,1980,1361,4151,2269,1489,2051,1969,1480,301,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,3586,3646,4180,3500,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801])). % 87.97/87.86 cnf(4198,plain, % 87.97/87.86 (~P6(f14(f12(f19(f22(x41981),a27),f8(x41982,f31(x41983,x41984),a1),a1),f31(x41983,x41984),a1),x41982,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,1933,1475,1980,1361,4151,2269,1489,2051,1969,1480,301,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,3586,3646,4180,3500,2931,3480,3146,3510,3627,3727,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,226,175,164,253,181,204,216,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081])). % 87.97/87.86 cnf(4199,plain, % 87.97/87.86 (~P6(f8(f14(f12(f19(f22(x41991),a27),x41992,a1),f31(x41993,x41994),a1),f31(x41993,x41994),a1),x41992,a1)), % 87.97/87.86 inference(rename_variables,[],[2901])). % 87.97/87.86 cnf(4207,plain, % 87.97/87.86 (~P6(f12(f6(x42071,a1),f4(a1),a1),x42071,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4212,plain, % 87.97/87.86 (~E(f12(x42121,f12(f5(f5(f3(a1))),f6(f4(a1),a1),a1),a1),x42121)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,3537,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,1933,1475,1980,1361,4151,2269,1489,2051,1969,1480,301,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,3586,3646,4180,3500,2931,3480,3146,3510,3627,3727,2879,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,166,226,175,164,253,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547])). % 87.97/87.86 cnf(4224,plain, % 87.97/87.86 (~P5(f8(f12(f31(x42241,x42242),f3(a1),a1),f19(f22(x42243),a27),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,310,318,2273,2257,2092,1357,2947,2486,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,1933,1475,1980,1361,4151,2269,305,1489,2051,1969,1480,301,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3727,2879,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,166,226,175,164,253,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974])). % 87.97/87.86 cnf(4231,plain, % 87.97/87.86 (~P5(f3(a1),f14(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f13(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,1933,1475,1980,1361,4151,2269,305,1489,2051,1969,1480,301,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,1431,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3727,2879,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,166,226,175,164,253,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993])). % 87.97/87.86 cnf(4239,plain, % 87.97/87.86 (~P5(f12(f12(f31(x42391,x42392),x42393,a1),f5(f5(f3(a1))),a1),x42393,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(4242,plain, % 87.97/87.86 (~P6(f12(f6(x42421,a1),f4(a1),a1),x42421,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4244,plain, % 87.97/87.86 (~P6(x42441,f14(f8(x42441,f19(f22(x42442),a27),a1),f19(f22(x42442),a27),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3727,2879,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,166,226,235,175,164,253,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111])). % 87.97/87.86 cnf(4245,plain, % 87.97/87.86 (~P6(x42451,x42451,a1)), % 87.97/87.86 inference(rename_variables,[],[330])). % 87.97/87.86 cnf(4247,plain, % 87.97/87.86 (~P5(f4(a1),f10(f12(f15(f3(a1)),f15(f3(a1)),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3727,2879,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,166,226,235,175,164,253,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764])). % 87.97/87.86 cnf(4249,plain, % 87.97/87.86 (~P6(f12(f6(a32,a1),f4(a1),a1),f34(a30,a28),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3727,2879,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,166,226,235,314,175,164,253,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065])). % 87.97/87.86 cnf(4250,plain, % 87.97/87.86 (~P6(f12(f6(x42501,a1),f4(a1),a1),x42501,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4252,plain, % 87.97/87.86 (~P5(f19(f22(x42521),a27),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,166,300,226,235,314,175,164,253,227,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965])). % 87.97/87.86 cnf(4254,plain, % 87.97/87.86 (P5(x42541,x42541,a1)), % 87.97/87.86 inference(rename_variables,[],[300])). % 87.97/87.86 cnf(4259,plain, % 87.97/87.86 (~P6(f12(f6(x42591,a1),f4(a1),a1),x42591,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4262,plain, % 87.97/87.86 (~P6(f12(f6(x42621,a1),f4(a1),a1),x42621,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4265,plain, % 87.97/87.86 (~P6(f12(f6(x42651,a1),f4(a1),a1),x42651,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4268,plain, % 87.97/87.86 (~P6(f12(f6(x42681,a1),f4(a1),a1),x42681,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4279,plain, % 87.97/87.86 (~P7(f14(f12(f18(f20(a30,a35,a2),a2),a32,a1),f14(f4(a1),f3(a1),a1),a1),f14(f12(f18(f20(a30,a35,a2),a2),a32,a1),f14(f4(a1),f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1340,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3684,2552,3235,3389,242,1440,191,176,254,162,166,300,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099])). % 87.97/87.86 cnf(4281,plain, % 87.97/87.86 (~P6(f12(f14(f9(f19(x42811,a27),f3(a1),a1),f19(x42811,a27),a1),x42812,a1),x42812,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1340,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061])). % 87.97/87.86 cnf(4288,plain, % 87.97/87.86 (~P6(f12(f6(f12(f19(f22(x42881),a27),x42882,a1),a1),f4(a1),a1),x42882,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1340,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922])). % 87.97/87.86 cnf(4289,plain, % 87.97/87.86 (~P6(f12(f6(x42891,a1),f4(a1),a1),x42891,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4295,plain, % 87.97/87.86 (~P5(f14(f12(f19(f22(x42951),a27),f12(f3(a1),f5(f5(f3(a1))),a1),a1),f31(x42952,x42953),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1340,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987])). % 87.97/87.86 cnf(4300,plain, % 87.97/87.86 (~P5(f14(f12(f19(f22(x43001),a27),f12(f5(f5(f3(a1))),f8(x43002,f31(x43003,x43004),a1),a1),a1),f31(x43003,x43004),a1),x43002,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1340,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093])). % 87.97/87.86 cnf(4311,plain, % 87.97/87.86 (~P5(f3(a1),f8(f13(f6(f4(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1340,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,2195,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011])). % 87.97/87.86 cnf(4313,plain, % 87.97/87.86 (~P5(f3(a1),f8(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f13(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,2197,1340,1577,310,318,2273,2257,2092,1357,2947,2486,1523,262,307,2195,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010])). % 87.97/87.86 cnf(4320,plain, % 87.97/87.86 (~P5(f12(f12(f31(x43201,x43202),x43203,a1),f5(f5(f3(a1))),a1),x43203,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(4321,plain, % 87.97/87.86 (P5(x43211,f5(f5(x43211)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4330,plain, % 87.97/87.86 (~P5(f12(f12(f31(x43301,x43302),x43303,a1),f5(f5(f3(a1))),a1),x43303,a1)), % 87.97/87.86 inference(rename_variables,[],[2407])). % 87.97/87.86 cnf(4331,plain, % 87.97/87.86 (P5(x43311,f5(f5(x43311)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4334,plain, % 87.97/87.86 (P5(f8(x43341,f3(a1),a1),f3(a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1611])). % 87.97/87.86 cnf(4337,plain, % 87.97/87.86 (~P6(f12(f6(x43371,a1),f4(a1),a1),x43371,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4339,plain, % 87.97/87.86 (~P6(f3(a1),f8(x43391,f10(f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,4146,4321,2197,1340,1577,310,318,2273,2257,2092,1418,1357,2947,2486,1512,1523,262,307,2169,2195,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,4239,4320,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,1611,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008])). % 87.97/87.86 cnf(4342,plain, % 87.97/87.86 (~P6(f12(f6(x43421,a1),f4(a1),a1),x43421,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4344,plain, % 87.97/87.86 (~P6(f12(f6(f12(f5(f5(f3(a1))),x43441,a1),a1),f4(a1),a1),x43441,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,4146,4321,4331,2197,1340,1577,310,318,2273,2257,2092,1418,1357,2947,2486,1512,1523,262,307,2169,2195,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,4337,4342,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,4239,4320,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,1611,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008,1004,929])). % 87.97/87.86 cnf(4345,plain, % 87.97/87.86 (~P6(f12(f6(x43451,a1),f4(a1),a1),x43451,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4346,plain, % 87.97/87.86 (P5(x43461,f5(f5(x43461)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4348,plain, % 87.97/87.86 (~P5(f12(f6(f12(f19(f22(x43481),a27),x43482,a1),a1),f4(a1),a1),x43482,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,4146,4321,4331,2197,1340,1577,310,318,2273,2257,2092,1418,1357,2947,2486,1512,1523,262,307,2169,2195,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,4337,4342,4345,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,4239,4320,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,1611,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008,1004,929,930])). % 87.97/87.86 cnf(4349,plain, % 87.97/87.86 (~P6(f12(f6(x43491,a1),f4(a1),a1),x43491,a1)), % 87.97/87.86 inference(rename_variables,[],[333])). % 87.97/87.86 cnf(4351,plain, % 87.97/87.86 (~P5(f8(f12(f12(f31(x43511,x43512),f14(x43513,f19(f22(x43514),a27),a1),a1),f5(f5(f3(a1))),a1),f19(f22(x43514),a27),a1),x43513,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,4146,4321,4331,2197,1340,1577,310,318,2273,2257,2092,1418,1357,2947,2486,1512,1523,262,307,2169,2195,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,4337,4342,4345,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,4239,4320,4330,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,162,166,300,1611,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008,1004,929,930,1116])). % 87.97/87.86 cnf(4355,plain, % 87.97/87.86 (~P6(f12(f3(a1),x43551,a1),x43551,a1)), % 87.97/87.86 inference(rename_variables,[],[1547])). % 87.97/87.86 cnf(4358,plain, % 87.97/87.86 (P5(f5(f5(x43581)),x43581,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(4359,plain, % 87.97/87.86 (P5(x43591,f5(f5(x43591)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4361,plain, % 87.97/87.86 (~P5(f8(x43611,f10(f3(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,4146,4321,4331,4346,2197,1340,1577,310,318,2273,2257,2092,1418,1357,2947,2486,1512,1523,262,307,2169,2195,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,4337,4342,4345,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,331,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,4239,4320,4330,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,1547,162,166,300,1611,193,226,233,235,314,175,164,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008,1004,929,930,1116,1067,1161,1069])). % 87.97/87.86 cnf(4365,plain, % 87.97/87.86 (P5(f14(f31(x43651,x43652),f31(x43651,x43652),a1),f14(f5(f5(f31(x43651,x43652))),f5(f5(f31(x43651,x43652))),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,1349,3832,4118,4146,4321,4331,4346,4359,2197,1340,1577,310,318,2273,2257,2092,1418,1357,2947,2486,1512,1523,262,307,2169,2195,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,4337,4342,4345,1933,1475,1980,1361,4151,2269,330,305,1489,2051,1969,1480,301,317,2321,2731,1423,1931,2546,2860,2583,331,153,3002,1738,2407,3769,3809,3874,3920,4135,4165,4239,4320,4330,1431,3877,1716,1761,2361,2053,3812,1305,3911,1712,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,1547,162,166,300,1611,193,226,233,235,314,175,164,214,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008,1004,929,930,1116,1067,1161,1069,1068,1191])). % 87.97/87.86 cnf(4366,plain, % 87.97/87.86 (P5(x43661,f5(f5(x43661)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4367,plain, % 87.97/87.86 (P5(x43671,f5(f5(x43671)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4370,plain, % 87.97/87.86 (P5(f5(f5(x43701)),x43701,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(4378,plain, % 87.97/87.86 (P5(x43781,f6(x43781,a1),a1)), % 87.97/87.86 inference(rename_variables,[],[1305])). % 87.97/87.86 cnf(4379,plain, % 87.97/87.86 (P5(x43791,f5(f5(x43791)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4385,plain, % 87.97/87.86 (P6(f11(f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,4358,1349,3832,4118,4146,4321,4331,4346,4359,4367,2197,1340,1577,310,318,2273,2257,2092,1418,1357,2947,2486,1512,1523,262,307,2169,2195,1589,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,4337,4342,4345,4349,1933,1475,1980,1361,4151,2269,330,4245,305,1489,2051,1969,1480,301,317,2321,2731,1423,1615,1931,2546,2860,2583,331,153,3002,1738,1584,2407,3769,3809,3874,3920,4135,4165,4239,4320,4330,1431,3877,1716,1761,2361,2053,3812,1305,3911,3978,1712,1697,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,1547,4355,162,166,300,4254,1611,4334,193,226,233,235,314,175,164,214,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008,1004,929,930,1116,1067,1161,1069,1068,1191,1168,1002,1175,1000,1003])). % 87.97/87.86 cnf(4392,plain, % 87.97/87.86 (P5(x43921,f5(f5(x43921)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4398,plain, % 87.97/87.86 (P5(x43981,f5(f5(x43981)),a1)), % 87.97/87.86 inference(rename_variables,[],[1349])). % 87.97/87.86 cnf(4409,plain, % 87.97/87.86 (~P6(x44091,x44091,f12(f14(x44092,x44093,a1),f12(f14(f9(f9(x44094,x44094,a1),x44092,a1),x44093,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,4358,4370,1349,3832,4118,4146,4321,4331,4346,4359,4367,4379,4392,4398,4366,2197,1340,1577,310,318,2273,2257,2092,1418,1357,1414,2947,2486,1512,1523,262,307,2169,2195,1589,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,4337,4342,4345,4349,1933,1475,1980,1361,4151,2269,330,4245,305,1489,2051,1969,1480,301,317,2321,2731,1423,1615,1931,2546,2860,2583,331,153,3002,1738,1584,1551,2407,3769,3809,3874,3920,4135,4165,4239,4320,4330,1431,3877,1716,1761,2361,2053,3812,1305,3911,3978,4378,1712,1697,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3208,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,1547,4355,162,166,300,4254,1611,4334,193,226,233,235,314,175,164,214,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008,1004,929,930,1116,1067,1161,1069,1068,1191,1168,1002,1175,1000,1003,1001,1189,1163,1066,1190,557,525])). % 87.97/87.86 cnf(4425,plain, % 87.97/87.86 (~P5(f12(f12(f31(x44251,x44252),f12(f12(x44253,x44254,a1),f6(x44254,a1),a1),a1),f5(f5(f3(a1))),a1),x44253,a1)), % 87.97/87.86 inference(scs_inference,[],[332,1453,1773,3985,4036,4064,4078,4104,2000,3896,3914,3918,3925,3933,3935,3937,3943,3956,3963,3965,3970,3972,3974,3976,3983,3987,3989,4001,4003,4005,4009,4014,4016,4018,4020,4024,4026,4028,4030,4032,4034,4038,4040,4042,4044,4046,4048,4050,4052,4054,4056,4058,4060,4062,4066,4068,4070,4072,4074,4076,4080,4082,4084,4086,4088,4090,4092,4094,4096,4098,4100,4102,4106,4108,3348,3559,3447,3396,2694,1313,1646,1967,1963,2884,3289,4110,3537,3252,3426,1317,2788,3428,1952,3375,2578,2141,2369,2476,2478,2480,2482,2496,2500,2507,2509,2511,2513,2517,2519,2521,2525,2527,2529,2536,2540,2542,2544,2548,2558,2562,2564,2581,2586,2588,2594,2596,2598,2600,2606,2608,2610,2612,2614,2621,2625,2630,2632,2638,2640,2644,2650,2652,2664,2668,2672,2679,2684,2686,2688,2690,2692,2697,2701,2703,2705,2710,2715,2733,2739,2741,2073,2011,2560,2670,2745,1351,3838,4129,4138,4166,4172,4358,4370,1349,3832,4118,4146,4321,4331,4346,4359,4367,4379,4392,4398,4366,2197,1340,1577,310,318,2273,2257,2092,1418,1357,1414,2947,2486,1512,1523,262,307,2169,2195,1589,333,3782,3792,3806,3835,3871,3880,3958,3991,4011,4126,4157,4207,4242,4250,4259,4262,4265,4268,4289,4337,4342,4345,4349,1933,1475,1980,1361,4151,2269,330,4245,305,1489,2051,1969,1480,301,317,2321,2731,1423,1615,1931,2546,2860,2583,331,153,3002,1738,1584,1551,2407,3769,3809,3874,3920,4135,4165,4239,4320,4330,1431,3877,1716,1761,2361,2053,3812,1305,3911,3978,4378,1712,1697,1686,3287,1497,3734,3167,3195,2908,3748,2901,4199,3586,4154,3646,4180,4191,3652,3500,2931,3480,3146,3510,3627,3670,3727,2879,3208,3256,3121,3531,3684,2552,3235,3389,1641,242,1440,191,176,254,1547,4355,162,166,300,4254,1611,4334,193,226,233,235,314,175,164,214,253,227,181,204,216,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,637,636,535,641,640,545,635,921,591,638,474,335,639,334,829,1722,634,832,658,723,831,14,2,707,817,562,734,833,716,779,607,549,903,939,534,742,420,936,773,563,738,772,411,571,902,1094,1238,1236,901,702,904,416,417,740,147,770,935,1224,940,923,594,110,573,91,854,720,106,542,816,718,142,122,88,775,717,144,655,741,419,905,1097,137,768,418,98,140,1241,100,113,125,145,1243,605,150,85,127,118,739,706,1223,476,131,128,146,606,130,737,123,87,135,92,776,143,148,126,90,152,124,96,117,119,120,81,94,89,93,112,105,101,107,121,139,78,86,132,102,115,134,82,80,111,76,136,77,133,99,104,141,103,116,108,109,97,114,129,83,79,75,3,84,95,550,979,868,798,800,759,844,951,429,796,1152,1155,1082,1109,1153,802,1063,1083,795,1156,697,1112,761,1139,1028,1110,972,801,684,1081,952,1029,1137,1062,547,762,1138,799,970,974,999,1100,993,967,554,1103,1136,1111,764,1065,965,994,797,794,758,760,1154,552,763,992,1099,1061,1144,765,922,1143,756,987,1014,1093,1114,1015,1120,1011,1010,1019,1009,932,1005,1018,1118,931,1017,1006,1008,1004,929,930,1116,1067,1161,1069,1068,1191,1168,1002,1175,1000,1003,1001,1189,1163,1066,1190,557,525,871,523,938,934,669,933,1237,937])). % 87.97/87.86 cnf(4466,plain, % 87.97/87.86 (E(x44661,f12(f14(f9(x44662,x44662,a1),x44663,a1),f5(f5(x44661)),a1))), % 87.97/87.86 inference(scs_inference,[],[3732,339])). % 87.97/87.86 cnf(4467,plain, % 87.97/87.86 (E(x44671,f5(f12(f14(f9(x44672,x44672,a1),x44673,a1),f5(x44671),a1)))), % 87.97/87.86 inference(rename_variables,[],[3732])). % 87.97/87.86 cnf(4469,plain, % 87.97/87.86 (P5(f12(f14(f9(f9(x44691,x44691,a1),x44692,a1),x44693,a1),f3(a1),a1),f11(f14(x44692,x44693,a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3952,339,871])). % 87.97/87.86 cnf(4470,plain, % 87.97/87.86 (P5(f12(f14(x44701,x44702,a1),f12(f14(f9(f9(x44703,x44703,a1),x44701,a1),x44702,a1),x44704,a1),a1),x44704,a1)), % 87.97/87.86 inference(rename_variables,[],[3952])). % 87.97/87.86 cnf(4477,plain, % 87.97/87.86 (P5(f8(f6(f4(a1),a1),f11(f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,1579,1371,2444,3952,339,871,638,921,545])). % 87.97/87.86 cnf(4484,plain, % 87.97/87.86 (~P5(f12(f12(f31(x44841,x44842),f12(f3(a1),x44843,a1),a1),f3(a1),a1),x44843,a1)), % 87.97/87.86 inference(rename_variables,[],[1912])). % 87.97/87.86 cnf(4490,plain, % 87.97/87.86 (~P5(f4(a1),f15(f15(f10(f12(f3(a1),f3(a1),a1),a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,1579,2800,2965,1563,1983,1371,1912,2444,3952,3775,339,871,638,921,545,591,636,637,535,474,641])). % 87.97/87.86 cnf(4495,plain, % 87.97/87.86 (~P6(f11(f11(x44951,a1),a1),x44951,a1)), % 87.97/87.86 inference(rename_variables,[],[1398])). % 87.97/87.86 cnf(4503,plain, % 87.97/87.86 (P5(x45031,f5(f5(f12(f14(f9(x45032,x45032,a1),x45033,a1),f6(x45031,a1),a1))),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,2418,1579,2257,2800,2965,1563,1983,1371,1398,2699,1912,3198,3232,2444,3952,3775,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658])). % 87.97/87.86 cnf(4504,plain, % 87.97/87.86 (P5(x45041,f5(f5(f12(f14(f9(x45042,x45042,a1),x45043,a1),x45041,a1))),a1)), % 87.97/87.86 inference(rename_variables,[],[3232])). % 87.97/87.86 cnf(4508,plain, % 87.97/87.86 (~P5(f3(a1),f11(f12(f31(x45081,x45082),f12(f3(a1),f3(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,2418,1579,2257,2800,2965,1563,1983,1371,1398,2699,1912,4484,2395,3198,3232,2444,3952,3775,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832])). % 87.97/87.86 cnf(4509,plain, % 87.97/87.86 (~P5(f12(f12(f31(x45091,x45092),f12(f3(a1),x45093,a1),a1),f3(a1),a1),x45093,a1)), % 87.97/87.86 inference(rename_variables,[],[1912])). % 87.97/87.86 cnf(4511,plain, % 87.97/87.86 (~E(f15(f15(f22(f4(a1)))),f4(a1))), % 87.97/87.86 inference(scs_inference,[],[3732,2418,1283,1579,2257,2800,2965,1563,1983,1371,1398,2699,1912,4484,2395,3198,3232,2444,3952,3775,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335])). % 87.97/87.86 cnf(4516,plain, % 87.97/87.86 (~P6(f12(f5(f5(f3(a1))),x45161,a1),x45161,a1)), % 87.97/87.86 inference(rename_variables,[],[3664])). % 87.97/87.86 cnf(4518,plain, % 87.97/87.86 (~E(f12(f12(f14(f9(x45181,x45181,a2),x45182,a2),x45183,a2),f4(a1),a1),x45183)), % 87.97/87.86 inference(scs_inference,[],[3732,2418,1283,1947,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,1912,4484,2395,3198,3232,2444,3952,3775,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14])). % 87.97/87.86 cnf(4521,plain, % 87.97/87.86 (~P5(f12(f31(x45211,x45212),f12(f12(f12(x45213,f5(f5(f3(a1))),a1),x45214,a1),f6(x45214,a1),a1),a1),x45213,a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,2418,1283,1947,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,1912,4484,2395,3198,3232,2444,4425,3952,3775,204,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938])). % 87.97/87.86 cnf(4529,plain, % 87.97/87.86 (P5(f5(f5(x45291)),x45291,a1)), % 87.97/87.86 inference(rename_variables,[],[1351])). % 87.97/87.86 cnf(4531,plain, % 87.97/87.86 (P5(f6(f6(f6(f11(f18(x45311,a2),a1),a1),a1),a1),f18(x45311,a2),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,2418,1283,1947,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,3675,1912,4484,2395,3198,3232,3609,2053,2444,4425,3952,1973,3775,218,204,195,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833])). % 87.97/87.86 cnf(4536,plain, % 87.97/87.86 (~P5(f12(f12(f3(a1),f6(f11(f12(f31(x45361,x45362),x45363,a1),a1),a1),a1),f5(f5(f3(a1))),a1),x45363,a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,2418,1283,1947,3889,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,3675,1912,4484,2395,3198,3232,3609,2053,2444,3144,4425,3952,1973,3775,218,216,204,195,202,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939])). % 87.97/87.86 cnf(4542,plain, % 87.97/87.86 (~P6(x45421,f12(f14(f9(x45422,x45422,a1),x45423,a1),f11(f11(x45421,a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,2418,1283,1947,3889,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,3675,1912,4484,2465,2395,3198,3232,3609,2053,2444,3144,4425,3952,4348,1973,3775,218,216,204,195,202,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734])). % 87.97/87.86 cnf(4560,plain, % 87.97/87.86 (~P6(f12(f14(x45601,x45602,a1),f12(f31(x45603,x45604),x45605,a1),a1),f12(f14(x45601,x45602,a1),x45605,a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1967,2418,1283,1947,3889,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,3675,1912,4484,2465,2395,3198,3232,2555,3609,2053,2444,3144,4425,3952,4348,2493,1973,3775,218,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238])). % 87.97/87.86 cnf(4562,plain, % 87.97/87.86 (~P5(f3(a1),f11(f8(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1967,2418,1283,1947,3889,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,3675,1912,4484,2465,2395,3198,3232,2555,3609,2053,2444,3144,4425,3952,4348,2493,1973,3775,218,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738])). % 87.97/87.86 cnf(4564,plain, % 87.97/87.86 (P6(f3(a1),f6(f12(f31(x45641,x45642),f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1967,2418,1283,1947,3889,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,3675,1912,4484,2465,2395,3198,3232,2555,3609,2053,2444,3144,4425,3952,4348,2493,1973,3775,218,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534])). % 87.97/87.86 cnf(4566,plain, % 87.97/87.86 (~P5(f12(f12(f12(f31(x45661,x45662),f12(f3(a1),f12(x45663,f6(x45664,a1),a1),a1),a1),f3(a1),a1),x45664,a1),x45663,a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1967,2418,1283,1947,3889,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,3675,1912,4484,4509,2465,2395,3198,3232,2555,3609,2053,2444,3144,4425,3952,4348,2493,1973,3775,218,226,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094])). % 87.97/87.86 cnf(4567,plain, % 87.97/87.86 (~P5(f12(f12(f31(x45671,x45672),f12(f3(a1),x45673,a1),a1),f3(a1),a1),x45673,a1)), % 87.97/87.86 inference(rename_variables,[],[1912])). % 87.97/87.86 cnf(4573,plain, % 87.97/87.86 (~P7(f3(a1),f31(x45731,x45732),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1967,2418,1283,1947,3889,4143,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,1678,3675,1912,4484,4509,2465,2395,3198,3232,2555,3609,2053,2444,3144,4425,3952,4348,2493,1973,3775,218,226,175,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549])). % 87.97/87.86 cnf(4575,plain, % 87.97/87.86 (~P5(f11(f11(f12(f31(x45751,x45752),f12(f3(a1),f3(a1),a1),a1),a1),a1),f11(f12(f31(x45751,x45752),f12(f3(a1),f3(a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1967,2418,1283,1947,3889,4143,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,1678,3675,1912,4484,4509,2465,2395,3198,3232,2555,3609,2053,2444,3144,4425,3952,4348,2493,1973,3775,218,226,175,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719])). % 87.97/87.86 cnf(4580,plain, % 87.97/87.86 (~P5(f12(f12(f31(x45801,x45802),f12(f3(a1),x45803,a1),a1),f3(a1),a1),x45803,a1)), % 87.97/87.86 inference(rename_variables,[],[1912])). % 87.97/87.86 cnf(4585,plain, % 87.97/87.86 (~E(f11(f6(f4(a1),a1),a1),f3(a1))), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,1283,1947,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1371,1398,2699,3664,1678,3675,1912,4484,4509,4567,2465,2395,3198,3232,2555,3609,2053,2627,2444,3144,4425,3952,4348,2493,1973,3775,218,226,175,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416])). % 87.97/87.86 cnf(4592,plain, % 87.97/87.86 (P5(f5(f5(f3(a1))),f8(f5(f5(f14(f5(f5(f3(a1))),f9(x45921,x45921,a1),a1))),f9(x45921,x45921,a1),a1),a1)), % 87.97/87.86 inference(rename_variables,[],[3009])). % 87.97/87.86 cnf(4594,plain, % 87.97/87.86 (~P6(f12(f14(x45941,x45942,a1),f11(f11(f12(f14(f9(x45943,x45941,a1),x45942,a1),x45944,a1),a1),a1),a1),f12(f14(x45943,x45942,a1),x45944,a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,1283,1947,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1371,1398,4495,2699,3664,1678,3675,1912,4484,4509,4567,2465,2395,3198,3232,2555,3609,2053,2627,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236])). % 87.97/87.86 cnf(4595,plain, % 87.97/87.86 (~P6(f11(f11(x45951,a1),a1),x45951,a1)), % 87.97/87.86 inference(rename_variables,[],[1398])). % 87.97/87.86 cnf(4597,plain, % 87.97/87.86 (E(f3(a1),f8(f5(f5(f14(f3(a1),f12(f3(a1),f3(a1),a1),a1))),f12(f3(a1),f3(a1),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,1283,1947,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1371,1398,4495,2699,3664,1678,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,2627,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594])). % 87.97/87.86 cnf(4602,plain, % 87.97/87.86 (~P6(x46021,f11(f11(f11(f11(x46021,a1),a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,1283,1947,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1371,1398,4495,4595,2699,3664,1678,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,2627,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768])). % 87.97/87.86 cnf(4603,plain, % 87.97/87.86 (~P6(f11(f11(x46031,a1),a1),x46031,a1)), % 87.97/87.86 inference(rename_variables,[],[1398])). % 87.97/87.86 cnf(4607,plain, % 87.97/87.86 (~E(f12(f14(x46071,x46072,a1),f12(f5(f5(f3(a1))),f6(f4(a1),a1),a1),a1),f12(f14(x46073,x46072,a1),f14(f9(x46071,x46073,a1),x46072,a1),a1))), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,1283,4212,1947,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1371,1398,4495,4595,1652,2699,3664,1678,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,2627,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224])). % 87.97/87.86 cnf(4610,plain, % 87.97/87.86 (P5(f3(a1),f31(x46101,x46102),f12(f14(f9(x46103,x46103,a1),x46104,a1),f5(f5(a1)),a1))), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,2741,1283,4212,1947,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1371,1398,4495,4595,1652,2699,3664,1678,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573])). % 87.97/87.86 cnf(4615,plain, % 87.97/87.86 (~P6(f12(f8(x46151,f3(a1),a1),f8(x46151,f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,2741,1283,4212,1947,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1581,2731,1371,1398,4495,4595,1652,2699,3664,1678,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902])). % 87.97/87.86 cnf(4621,plain, % 87.97/87.86 (P5(x46211,x46211,f12(f14(x46212,x46213,a1),f12(f14(f9(f9(x46214,x46214,a1),x46212,a1),x46213,a1),f5(f5(a1)),a1),a1))), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,2741,1283,4212,1947,4085,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1581,2731,1371,1385,1398,4495,4595,1652,2699,3664,1678,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571])). % 87.97/87.86 cnf(4626,plain, % 87.97/87.86 (~E(f10(f31(x46261,x46262),a1),f3(a1))), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,2741,1283,4212,1947,4085,3889,4143,1844,1351,1579,2257,2800,2965,1563,1983,1581,2731,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417])). % 87.97/87.86 cnf(4630,plain, % 87.97/87.86 (~P6(f3(a1),f12(f11(f3(a1),a1),f11(f3(a1),a1),a1),a1)), % 87.97/87.86 inference(scs_inference,[],[3732,3910,1347,1325,1967,2418,2741,1283,4212,1947,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,2731,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904])). % 87.97/87.86 cnf(4632,plain, % 87.97/87.86 (P52(f12(f14(f9(f9(x46321,x46321,a1),f9(x46322,x46322,a1),a1),x46323,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,3732,3910,1347,1325,1967,2418,2741,1283,4212,1947,3913,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,2731,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,1973,3775,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110])). % 87.97/87.87 cnf(4633,plain, % 87.97/87.87 (E(f12(f14(f9(x46331,x46331,a1),x46332,a1),x46333,a1),x46333)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4639,plain, % 87.97/87.87 (~P6(f12(f6(f12(f14(f9(x46391,x46391,a1),x46392,a1),x46393,a1),a1),f4(a1),a1),x46393,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3913,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935])). % 87.97/87.87 cnf(4642,plain, % 87.97/87.87 (P45(f12(f14(f9(f9(x46421,x46421,a1),f9(x46422,x46422,a1),a1),x46423,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3913,3924,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106])). % 87.97/87.87 cnf(4643,plain, % 87.97/87.87 (E(f12(f14(f9(x46431,x46431,a1),x46432,a1),x46433,a1),x46433)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4645,plain, % 87.97/87.87 (P62(f12(f14(f9(f9(x46451,x46451,a1),f9(x46452,x46452,a1),a1),x46453,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3913,3924,3936,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4425,3952,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88])). % 87.97/87.87 cnf(4646,plain, % 87.97/87.87 (E(f12(f14(f9(x46461,x46461,a1),x46462,a1),x46463,a1),x46463)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4648,plain, % 87.97/87.87 (~P5(f12(f12(f31(x46481,x46482),x46483,a1),f3(a1),a1),x46483,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3913,3924,3936,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940])). % 87.97/87.87 cnf(4651,plain, % 87.97/87.87 (P48(f12(f14(f9(f9(x46511,x46511,a1),f9(x46512,x46512,a1),a1),x46513,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3913,3924,3934,3936,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122])). % 87.97/87.87 cnf(4652,plain, % 87.97/87.87 (E(f12(f14(f9(x46521,x46521,a1),x46522,a1),x46523,a1),x46523)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4654,plain, % 87.97/87.87 (~P5(f3(a1),f12(f11(f31(x46541,x46542),a1),f11(f31(x46541,x46542),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3913,3924,3934,3936,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905])). % 87.97/87.87 cnf(4658,plain, % 87.97/87.87 (P28(f12(f14(f9(f9(x46581,x46581,a1),f9(x46582,x46582,a1),a1),x46583,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3913,3924,3934,3936,3973,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125])). % 87.97/87.87 cnf(4659,plain, % 87.97/87.87 (E(f12(f14(f9(x46591,x46591,a1),x46592,a1),x46593,a1),x46593)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4661,plain, % 87.97/87.87 (P5(f12(f14(f9(f9(x46611,x46611,a1),x46612,a1),x46613,a1),f12(f14(x46612,x46613,a1),x46614,a1),a1),x46614,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3913,3924,3934,3936,3973,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097])). % 87.97/87.87 cnf(4662,plain, % 87.97/87.87 (P5(f12(f14(x46621,x46622,a1),f12(f14(f9(f9(x46623,x46623,a1),x46621,a1),x46622,a1),x46624,a1),a1),x46624,a1)), % 87.97/87.87 inference(rename_variables,[],[3952])). % 87.97/87.87 cnf(4668,plain, % 87.97/87.87 (P72(f12(f14(f9(f9(x46681,x46681,a1),f9(x46682,x46682,a1),a1),x46683,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3924,3934,3936,3973,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,1563,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147])). % 87.97/87.87 cnf(4669,plain, % 87.97/87.87 (E(f12(f14(f9(x46691,x46691,a1),x46692,a1),x46693,a1),x46693)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4673,plain, % 87.97/87.87 (P41(f12(f14(f9(f9(x46731,x46731,a1),f9(x46732,x46732,a1),a1),x46733,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3924,3934,3936,3955,3973,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137])). % 87.97/87.87 cnf(4674,plain, % 87.97/87.87 (E(f12(f14(f9(x46741,x46741,a1),x46742,a1),x46743,a1),x46743)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4678,plain, % 87.97/87.87 (P53(f12(f14(f9(f9(x46781,x46781,a1),f9(x46782,x46782,a1),a1),x46783,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3924,3934,3936,3955,3971,3973,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113])). % 87.97/87.87 cnf(4679,plain, % 87.97/87.87 (E(f12(f14(f9(x46791,x46791,a1),x46792,a1),x46793,a1),x46793)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4681,plain, % 87.97/87.87 (P5(f12(f14(x46811,x46812,a1),f12(f14(f9(f9(x46813,x46813,a1),f9(x46811,x46814,a1),a1),x46812,a1),x46815,a1),a1),f12(f14(x46814,x46812,a1),x46815,a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3924,3934,3936,3955,3971,3973,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243])). % 87.97/87.87 cnf(4684,plain, % 87.97/87.87 (P56(f12(f14(f9(f9(x46841,x46841,a1),f9(x46842,x46842,a1),a1),x46843,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3924,3934,3936,3955,3971,3973,3975,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145])). % 87.97/87.87 cnf(4685,plain, % 87.97/87.87 (E(f12(f14(f9(x46851,x46851,a1),x46852,a1),x46853,a1),x46853)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4691,plain, % 87.97/87.87 (P68(f12(f14(f9(f9(x46911,x46911,a1),f9(x46912,x46912,a1),a1),x46913,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3924,3932,3934,3936,3955,3971,3973,3975,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142])). % 87.97/87.87 cnf(4692,plain, % 87.97/87.87 (E(f12(f14(f9(x46921,x46921,a1),x46922,a1),x46923,a1),x46923)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4694,plain, % 87.97/87.87 (P40(f12(f14(f9(f9(x46941,x46941,a1),f9(x46942,x46942,a1),a1),x46943,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3971,3973,3975,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91])). % 87.97/87.87 cnf(4695,plain, % 87.97/87.87 (E(f12(f14(f9(x46951,x46951,a1),x46952,a1),x46953,a1),x46953)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4697,plain, % 87.97/87.87 (P70(f12(f14(f9(f9(x46971,x46971,a1),f9(x46972,x46972,a1),a1),x46973,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3971,3973,3975,3986,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127])). % 87.97/87.87 cnf(4698,plain, % 87.97/87.87 (E(f12(f14(f9(x46981,x46981,a1),x46982,a1),x46983,a1),x46983)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4700,plain, % 87.97/87.87 (P3(f12(f14(f9(f9(x47001,x47001,a1),f9(x47002,x47002,a1),a1),x47003,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3971,3973,3975,3986,4019,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92])). % 87.97/87.87 cnf(4701,plain, % 87.97/87.87 (E(f12(f14(f9(x47011,x47011,a1),x47012,a1),x47013,a1),x47013)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4703,plain, % 87.97/87.87 (P24(f12(f14(f9(f9(x47031,x47031,a1),f9(x47032,x47032,a1),a1),x47033,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3971,3973,3975,3986,4002,4019,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128])). % 87.97/87.87 cnf(4704,plain, % 87.97/87.87 (E(f12(f14(f9(x47041,x47041,a1),x47042,a1),x47043,a1),x47043)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4706,plain, % 87.97/87.87 (P17(f12(f14(f9(f9(x47061,x47061,a1),f9(x47062,x47062,a1),a1),x47063,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3971,3973,3975,3986,4002,4019,4025,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148])). % 87.97/87.87 cnf(4707,plain, % 87.97/87.87 (E(f12(f14(f9(x47071,x47071,a1),x47072,a1),x47073,a1),x47073)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4709,plain, % 87.97/87.87 (P44(f12(f14(f9(f9(x47091,x47091,a1),f9(x47092,x47092,a1),a1),x47093,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3971,3973,3975,3986,4002,4019,4025,4027,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126])). % 87.97/87.87 cnf(4710,plain, % 87.97/87.87 (E(f12(f14(f9(x47101,x47101,a1),x47102,a1),x47103,a1),x47103)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4712,plain, % 87.97/87.87 (P12(f12(f14(f9(f9(x47121,x47121,a1),f9(x47122,x47122,a1),a1),x47123,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3962,3971,3973,3975,3986,4002,4019,4025,4027,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98])). % 87.97/87.87 cnf(4713,plain, % 87.97/87.87 (E(f12(f14(f9(x47131,x47131,a1),x47132,a1),x47133,a1),x47133)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4715,plain, % 87.97/87.87 (P61(f12(f14(f9(f9(x47151,x47151,a1),f9(x47152,x47152,a1),a1),x47153,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,3732,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3962,3969,3971,3973,3975,3986,4002,4019,4025,4027,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100])). % 87.97/87.87 cnf(4716,plain, % 87.97/87.87 (E(f12(f14(f9(x47161,x47161,a1),x47162,a1),x47163,a1),x47163)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4718,plain, % 87.97/87.87 (~E(f12(f14(x47181,x47182,a1),f18(f20(a30,a35,a2),a2),a1),f12(f14(x47181,x47182,a1),f11(a32,a1),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3955,3962,3969,3971,3973,3975,3986,4002,4019,4025,4027,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223])). % 87.97/87.87 cnf(4720,plain, % 87.97/87.87 (P22(f12(f14(f9(f9(x47201,x47201,a1),f9(x47202,x47202,a1),a1),x47203,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4002,4019,4025,4027,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144])). % 87.97/87.87 cnf(4721,plain, % 87.97/87.87 (E(f12(f14(f9(x47211,x47211,a1),x47212,a1),x47213,a1),x47213)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4723,plain, % 87.97/87.87 (P38(f12(f14(f9(f9(x47231,x47231,a1),f9(x47232,x47232,a1),a1),x47233,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4002,4019,4025,4027,4037,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117])). % 87.97/87.87 cnf(4724,plain, % 87.97/87.87 (E(f12(f14(f9(x47241,x47241,a1),x47242,a1),x47243,a1),x47243)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4726,plain, % 87.97/87.87 (P26(f12(f14(f9(f9(x47261,x47261,a1),f9(x47262,x47262,a1),a1),x47263,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4002,4019,4025,4027,4037,4039,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119])). % 87.97/87.87 cnf(4727,plain, % 87.97/87.87 (E(f12(f14(f9(x47271,x47271,a1),x47272,a1),x47273,a1),x47273)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4729,plain, % 87.97/87.87 (P35(f12(f14(f9(f9(x47291,x47291,a1),f9(x47292,x47292,a1),a1),x47293,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4002,4004,4019,4025,4027,4037,4039,4085,3889,4143,1844,1351,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146])). % 87.97/87.87 cnf(4730,plain, % 87.97/87.87 (E(f12(f14(f9(x47301,x47301,a1),x47302,a1),x47303,a1),x47303)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4732,plain, % 87.97/87.87 (P5(f5(f5(x47321)),x47321,f12(f14(f9(x47322,x47322,a1),x47323,a1),a1,a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,1773,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4002,4004,4019,4025,4027,4037,4039,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85])). % 87.97/87.87 cnf(4733,plain, % 87.97/87.87 (E(x47331,f12(f14(f9(x47332,x47332,a1),x47333,a1),x47331,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(4734,plain, % 87.97/87.87 (P18(f12(f14(f9(f9(x47341,x47341,a1),f9(x47342,x47342,a1),a1),x47343,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,1773,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4002,4004,4008,4019,4025,4027,4037,4039,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130])). % 87.97/87.87 cnf(4735,plain, % 87.97/87.87 (E(f12(f14(f9(x47351,x47351,a1),x47352,a1),x47353,a1),x47353)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4737,plain, % 87.97/87.87 (P71(f12(f14(f9(f9(x47371,x47371,a1),f9(x47372,x47372,a1),a1),x47373,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,1773,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4002,4004,4008,4019,4023,4025,4027,4037,4039,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143])). % 87.97/87.87 cnf(4738,plain, % 87.97/87.87 (E(f12(f14(f9(x47381,x47381,a1),x47382,a1),x47383,a1),x47383)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4740,plain, % 87.97/87.87 (P42(f12(f14(f9(f9(x47401,x47401,a1),f9(x47402,x47402,a1),a1),x47403,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,1773,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4000,4002,4004,4008,4019,4023,4025,4027,4037,4039,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131])). % 87.97/87.87 cnf(4741,plain, % 87.97/87.87 (E(f12(f14(f9(x47411,x47411,a1),x47412,a1),x47413,a1),x47413)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4743,plain, % 87.97/87.87 (P30(f12(f14(f9(f9(x47431,x47431,a1),f9(x47432,x47432,a1),a1),x47433,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,1773,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3986,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124])). % 87.97/87.87 cnf(4744,plain, % 87.97/87.87 (E(f12(f14(f9(x47441,x47441,a1),x47442,a1),x47443,a1),x47443)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4746,plain, % 87.97/87.87 (P19(f12(f14(f9(f9(x47461,x47461,a1),f9(x47462,x47462,a1),a1),x47463,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,1773,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3969,3971,3973,3975,3982,3986,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150])). % 87.97/87.87 cnf(4747,plain, % 87.97/87.87 (E(f12(f14(f9(x47471,x47471,a1),x47472,a1),x47473,a1),x47473)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4749,plain, % 87.97/87.87 (P21(f12(f14(f9(f9(x47491,x47491,a1),f9(x47492,x47492,a1),a1),x47493,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,1773,3732,4115,3910,1347,1325,1967,2418,2743,2741,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140])). % 87.97/87.87 cnf(4750,plain, % 87.97/87.87 (E(f12(f14(f9(x47501,x47501,a1),x47502,a1),x47503,a1),x47503)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4752,plain, % 87.97/87.87 (P7(f4(a1),f12(f14(f9(x47521,x47521,a1),x47522,a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,1773,4733,3732,4115,3910,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96])). % 87.97/87.87 cnf(4753,plain, % 87.97/87.87 (E(x47531,f12(f14(f9(x47532,x47532,a1),x47533,a1),x47531,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(4754,plain, % 87.97/87.87 (P4(f12(f14(f9(f9(x47541,x47541,a1),f9(x47542,x47542,a1),a1),x47543,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,1773,4733,3732,4115,3910,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4055,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101])). % 87.97/87.87 cnf(4755,plain, % 87.97/87.87 (E(f12(f14(f9(x47551,x47551,a1),x47552,a1),x47553,a1),x47553)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4757,plain, % 87.97/87.87 (P50(f12(f14(f9(f9(x47571,x47571,a1),f9(x47572,x47572,a1),a1),x47573,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,1773,4733,3732,4115,3910,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4055,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94])). % 87.97/87.87 cnf(4758,plain, % 87.97/87.87 (E(f12(f14(f9(x47581,x47581,a1),x47582,a1),x47583,a1),x47583)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4761,plain, % 87.97/87.87 (E(x47611,f5(f12(f14(f9(x47612,x47612,a1),x47613,a1),f5(x47611),a1)))), % 87.97/87.87 inference(rename_variables,[],[3732])). % 87.97/87.87 cnf(4762,plain, % 87.97/87.87 (P11(f12(f14(f9(f9(x47621,x47621,a1),f9(x47622,x47622,a1),a1),x47623,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,1773,4733,3732,4467,4115,3910,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4055,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134])). % 87.97/87.87 cnf(4763,plain, % 87.97/87.87 (E(f12(f14(f9(x47631,x47631,a1),x47632,a1),x47633,a1),x47633)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4765,plain, % 87.97/87.87 (P63(f12(f14(f9(f9(x47651,x47651,a1),f9(x47652,x47652,a1),a1),x47653,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,1773,4733,3732,4467,4115,3910,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4047,4055,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89])). % 87.97/87.87 cnf(4766,plain, % 87.97/87.87 (E(f12(f14(f9(x47661,x47661,a1),x47662,a1),x47663,a1),x47663)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4768,plain, % 87.97/87.87 (P43(f12(f14(f9(f9(x47681,x47681,a1),f9(x47682,x47682,a1),a1),x47683,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,1773,4733,3732,4467,4115,3910,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4047,4055,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118])). % 87.97/87.87 cnf(4769,plain, % 87.97/87.87 (E(f12(f14(f9(x47691,x47691,a1),x47692,a1),x47693,a1),x47693)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4771,plain, % 87.97/87.87 (P55(f12(f14(f9(f9(x47711,x47711,a1),f9(x47712,x47712,a1),a1),x47713,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,1773,4733,3732,4467,4115,3910,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4047,4055,4071,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115])). % 87.97/87.87 cnf(4772,plain, % 87.97/87.87 (E(f12(f14(f9(x47721,x47721,a1),x47722,a1),x47723,a1),x47723)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4774,plain, % 87.97/87.87 (P29(f12(f14(f9(f9(x47741,x47741,a1),f9(x47742,x47742,a1),a1),x47743,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,1773,4733,3732,4467,4115,3910,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4047,4055,4057,4071,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107])). % 87.97/87.87 cnf(4775,plain, % 87.97/87.87 (E(f12(f14(f9(x47751,x47751,a1),x47752,a1),x47753,a1),x47753)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4777,plain, % 87.97/87.87 (P46(f12(f14(f9(f9(x47771,x47771,a1),f9(x47772,x47772,a1),a1),x47773,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,1773,4733,3732,4467,4115,3910,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4047,4049,4055,4057,4071,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93])). % 87.97/87.87 cnf(4778,plain, % 87.97/87.87 (E(f12(f14(f9(x47781,x47781,a1),x47782,a1),x47783,a1),x47783)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4780,plain, % 87.97/87.87 (P2(f5(f12(f14(f9(x47801,x47801,a1),x47802,a1),f5(f5(f5(a1))),a1)))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4047,4049,4055,4057,4071,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77])). % 87.97/87.87 cnf(4782,plain, % 87.97/87.87 (P14(f12(f14(f9(f9(x47821,x47821,a1),f9(x47822,x47822,a1),a1),x47823,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4019,4023,4025,4027,4033,4037,4039,4045,4047,4049,4055,4057,4061,4071,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139])). % 87.97/87.87 cnf(4783,plain, % 87.97/87.87 (E(f12(f14(f9(x47831,x47831,a1),x47832,a1),x47833,a1),x47833)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4785,plain, % 87.97/87.87 (P60(f12(f14(f9(f9(x47851,x47851,a1),f9(x47852,x47852,a1),a1),x47853,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4045,4047,4049,4055,4057,4061,4071,4073,4085,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87])). % 87.97/87.87 cnf(4786,plain, % 87.97/87.87 (E(f12(f14(f9(x47861,x47861,a1),x47862,a1),x47863,a1),x47863)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4788,plain, % 87.97/87.87 (P58(f12(f14(f9(f9(x47881,x47881,a1),f9(x47882,x47882,a1),a1),x47883,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4045,4047,4049,4055,4057,4061,4071,4073,4085,4093,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141])). % 87.97/87.87 cnf(4789,plain, % 87.97/87.87 (E(f12(f14(f9(x47891,x47891,a1),x47892,a1),x47893,a1),x47893)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4791,plain, % 87.97/87.87 (P23(f12(f14(f9(f9(x47911,x47911,a1),f9(x47912,x47912,a1),a1),x47913,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4041,4045,4047,4049,4055,4057,4061,4071,4073,4085,4093,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120])). % 87.97/87.87 cnf(4792,plain, % 87.97/87.87 (E(f12(f14(f9(x47921,x47921,a1),x47922,a1),x47923,a1),x47923)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4794,plain, % 87.97/87.87 (P33(f12(f14(f9(f9(x47941,x47941,a1),f9(x47942,x47942,a1),a1),x47943,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4041,4045,4047,4049,4055,4057,4061,4071,4073,4085,4089,4093,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99])). % 87.97/87.87 cnf(4795,plain, % 87.97/87.87 (E(f12(f14(f9(x47951,x47951,a1),x47952,a1),x47953,a1),x47953)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4797,plain, % 87.97/87.87 (P16(f12(f14(f9(f9(x47971,x47971,a1),f9(x47972,x47972,a1),a1),x47973,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4085,4089,4093,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112])). % 87.97/87.87 cnf(4798,plain, % 87.97/87.87 (E(f12(f14(f9(x47981,x47981,a1),x47982,a1),x47983,a1),x47983)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4800,plain, % 87.97/87.87 (P39(f12(f14(f9(f9(x48001,x48001,a1),f9(x48002,x48002,a1),a1),x48003,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4081,4085,4089,4093,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76])). % 87.97/87.87 cnf(4801,plain, % 87.97/87.87 (E(f12(f14(f9(x48011,x48011,a1),x48012,a1),x48013,a1),x48013)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4803,plain, % 87.97/87.87 (P69(f12(f14(f9(f9(x48031,x48031,a1),f9(x48032,x48032,a1),a1),x48033,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4081,4083,4085,4089,4093,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136])). % 87.97/87.87 cnf(4804,plain, % 87.97/87.87 (E(f12(f14(f9(x48041,x48041,a1),x48042,a1),x48043,a1),x48043)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4806,plain, % 87.97/87.87 (P10(f12(f14(f9(f9(x48061,x48061,a1),f9(x48062,x48062,a1),a1),x48063,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4081,4083,4085,4089,4093,4097,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116])). % 87.97/87.87 cnf(4807,plain, % 87.97/87.87 (E(f12(f14(f9(x48071,x48071,a1),x48072,a1),x48073,a1),x48073)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4809,plain, % 87.97/87.87 (P32(f12(f14(f9(f9(x48091,x48091,a1),f9(x48092,x48092,a1),a1),x48093,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4075,4081,4083,4085,4089,4093,4097,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82])). % 87.97/87.87 cnf(4810,plain, % 87.97/87.87 (E(f12(f14(f9(x48101,x48101,a1),x48102,a1),x48103,a1),x48103)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4812,plain, % 87.97/87.87 (P47(f12(f14(f9(f9(x48121,x48121,a1),f9(x48122,x48122,a1),a1),x48123,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4097,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133])). % 87.97/87.87 cnf(4813,plain, % 87.97/87.87 (E(f12(f14(f9(x48131,x48131,a1),x48132,a1),x48133,a1),x48133)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4815,plain, % 87.97/87.87 (P49(f12(f14(f9(f9(x48151,x48151,a1),f9(x48152,x48152,a1),a1),x48153,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4029,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4097,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90])). % 87.97/87.87 cnf(4816,plain, % 87.97/87.87 (E(f12(f14(f9(x48161,x48161,a1),x48162,a1),x48163,a1),x48163)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4818,plain, % 87.97/87.87 (P65(f12(f14(f9(f9(x48181,x48181,a1),f9(x48182,x48182,a1),a1),x48183,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4019,4023,4025,4027,4029,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108])). % 87.97/87.87 cnf(4819,plain, % 87.97/87.87 (E(f12(f14(f9(x48191,x48191,a1),x48192,a1),x48193,a1),x48193)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4821,plain, % 87.97/87.87 (P57(f12(f14(f9(f9(x48211,x48211,a1),f9(x48212,x48212,a1),a1),x48213,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135])). % 87.97/87.87 cnf(4822,plain, % 87.97/87.87 (E(f12(f14(f9(x48221,x48221,a1),x48222,a1),x48223,a1),x48223)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4824,plain, % 87.97/87.87 (P64(f12(f14(f9(f9(x48241,x48241,a1),f9(x48242,x48242,a1),a1),x48243,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,1773,4733,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4059,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121])). % 87.97/87.87 cnf(4825,plain, % 87.97/87.87 (E(f12(f14(f9(x48251,x48251,a1),x48252,a1),x48253,a1),x48253)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4827,plain, % 87.97/87.87 (P6(f12(f14(f9(x48271,x48271,a1),x48272,a1),f3(a1),a1),f31(x48273,x48274),f5(f5(f12(f14(f9(x48275,x48275,a1),x48276,a1),a1,a1))))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4033,4037,4039,4041,4045,4047,4049,4051,4055,4057,4059,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78])). % 87.97/87.87 cnf(4828,plain, % 87.97/87.87 (E(x48281,f12(f14(f9(x48282,x48282,a1),x48283,a1),x48281,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(4829,plain, % 87.97/87.87 (P31(f12(f14(f9(f9(x48291,x48291,a1),f9(x48292,x48292,a1),a1),x48293,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4033,4037,4039,4041,4043,4045,4047,4049,4051,4055,4057,4059,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81])). % 87.97/87.87 cnf(4830,plain, % 87.97/87.87 (E(f12(f14(f9(x48301,x48301,a1),x48302,a1),x48303,a1),x48303)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4832,plain, % 87.97/87.87 (P54(f12(f14(f9(f9(x48321,x48321,a1),f9(x48322,x48322,a1),a1),x48323,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4055,4057,4059,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152])). % 87.97/87.87 cnf(4833,plain, % 87.97/87.87 (E(f12(f14(f9(x48331,x48331,a1),x48332,a1),x48333,a1),x48333)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4835,plain, % 87.97/87.87 (P51(f12(f14(f9(f9(x48351,x48351,a1),f9(x48352,x48352,a1),a1),x48353,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4055,4057,4059,4061,4071,4073,4075,4081,4083,4085,4087,4089,4093,4095,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103])). % 87.97/87.87 cnf(4836,plain, % 87.97/87.87 (E(f12(f14(f9(x48361,x48361,a1),x48362,a1),x48363,a1),x48363)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4838,plain, % 87.97/87.87 (P67(f12(f14(f9(f9(x48381,x48381,a1),f9(x48382,x48382,a1),a1),x48383,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4055,4057,4059,4061,4067,4071,4073,4075,4081,4083,4085,4087,4089,4093,4095,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132])). % 87.97/87.87 cnf(4839,plain, % 87.97/87.87 (E(f12(f14(f9(x48391,x48391,a1),x48392,a1),x48393,a1),x48393)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4841,plain, % 87.97/87.87 (P59(f12(f14(f9(f9(x48411,x48411,a1),f9(x48412,x48412,a1),a1),x48413,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4055,4057,4059,4061,4065,4067,4071,4073,4075,4081,4083,4085,4087,4089,4093,4095,4097,4099,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86])). % 87.97/87.87 cnf(4842,plain, % 87.97/87.87 (E(f12(f14(f9(x48421,x48421,a1),x48422,a1),x48423,a1),x48423)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4844,plain, % 87.97/87.87 (P37(f12(f14(f9(f9(x48441,x48441,a1),f9(x48442,x48442,a1),a1),x48443,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4055,4057,4059,4061,4065,4067,4071,4073,4075,4081,4083,4085,4087,4089,4093,4095,4097,4099,4101,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109])). % 87.97/87.87 cnf(4845,plain, % 87.97/87.87 (E(f12(f14(f9(x48451,x48451,a1),x48452,a1),x48453,a1),x48453)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4847,plain, % 87.97/87.87 (P34(f12(f14(f9(f9(x48471,x48471,a1),f9(x48472,x48472,a1),a1),x48473,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4071,4073,4075,4081,4083,4085,4087,4089,4093,4095,4097,4099,4101,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105])). % 87.97/87.87 cnf(4848,plain, % 87.97/87.87 (E(f12(f14(f9(x48481,x48481,a1),x48482,a1),x48483,a1),x48483)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4850,plain, % 87.97/87.87 (P27(f12(f14(f9(f9(x48501,x48501,a1),f9(x48502,x48502,a1),a1),x48503,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4071,4073,4075,4079,4081,4083,4085,4087,4089,4093,4095,4097,4099,4101,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111])). % 87.97/87.87 cnf(4851,plain, % 87.97/87.87 (E(f12(f14(f9(x48511,x48511,a1),x48512,a1),x48513,a1),x48513)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4853,plain, % 87.97/87.87 (P6(f12(f14(f9(x48531,x48531,a1),x48532,a1),f5(f5(f3(a1))),a1),f31(x48533,x48534),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,4063,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4071,4073,4075,4079,4081,4083,4085,4087,4089,4093,4095,4097,4099,4101,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80])). % 87.97/87.87 cnf(4854,plain, % 87.97/87.87 (P6(f12(f14(f9(x48541,x48541,a1),x48542,a1),f5(f5(f3(a1))),a1),f31(x48543,x48544),f12(f14(f9(x48545,x48545,a1),x48546,a1),a1,a1))), % 87.97/87.87 inference(rename_variables,[],[4063])). % 87.97/87.87 cnf(4855,plain, % 87.97/87.87 (E(f12(f14(f9(x48551,x48551,a1),x48552,a1),x48553,a1),x48553)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4856,plain, % 87.97/87.87 (P9(f12(f14(f9(f9(x48561,x48561,a1),f9(x48562,x48562,a1),a1),x48563,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,1773,4733,4753,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,4063,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4093,4095,4097,4099,4101,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102])). % 87.97/87.87 cnf(4857,plain, % 87.97/87.87 (E(f12(f14(f9(x48571,x48571,a1),x48572,a1),x48573,a1),x48573)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4860,plain, % 87.97/87.87 (E(x48601,f12(f14(f9(x48602,x48602,a1),x48603,a1),x48601,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(4861,plain, % 87.97/87.87 (P66(f12(f14(f9(f9(x48611,x48611,a1),f9(x48612,x48612,a1),a1),x48613,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,1773,4733,4753,4828,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,4063,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104])). % 87.97/87.87 cnf(4862,plain, % 87.97/87.87 (E(f12(f14(f9(x48621,x48621,a1),x48622,a1),x48623,a1),x48623)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4864,plain, % 87.97/87.87 (P20(f12(f14(f9(f9(x48641,x48641,a1),f9(x48642,x48642,a1),a1),x48643,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,1773,4733,4753,4828,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,4063,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4107,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129])). % 87.97/87.87 cnf(4865,plain, % 87.97/87.87 (E(f12(f14(f9(x48651,x48651,a1),x48652,a1),x48653,a1),x48653)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4867,plain, % 87.97/87.87 (P1(f12(f14(f9(f9(x48671,x48671,a1),f9(x48672,x48672,a1),a1),x48673,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,1773,4733,4753,4828,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,4063,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4107,4113,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75])). % 87.97/87.87 cnf(4868,plain, % 87.97/87.87 (E(f12(f14(f9(x48681,x48681,a1),x48682,a1),x48683,a1),x48683)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(4870,plain, % 87.97/87.87 (P6(f12(f14(f9(x48701,x48701,a1),x48702,a1),f5(f5(f3(a1))),a1),f12(f14(f9(x48703,x48703,a1),x48704,a1),f31(x48705,x48706),a1),f12(f14(f9(x48707,x48707,a1),x48708,a1),a1,a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,1773,4733,4753,4828,4860,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4107,4113,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79])). % 87.97/87.87 cnf(4871,plain, % 87.97/87.87 (E(x48711,f12(f14(f9(x48712,x48712,a1),x48713,a1),x48711,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(4872,plain, % 87.97/87.87 (P25(f12(f14(f9(f9(x48721,x48721,a1),f9(x48722,x48722,a1),a1),x48723,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,3732,4467,4761,4115,3910,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114])). % 87.97/87.87 cnf(4876,plain, % 87.97/87.87 (P5(f5(f5(x48761)),x48761,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(4877,plain, % 87.97/87.87 (~E(f22(f12(f14(x48771,x48772,a1),x48773,a1)),f12(f14(f9(x48774,f9(x48775,x48775,a1),a1),x48772,a1),f12(f14(f9(x48771,x48774,a1),x48772,a1),x48773,a1),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,3072,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,1844,1351,4529,1579,2257,2800,2965,2150,2158,1563,262,1983,1581,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,191,218,226,175,164,253,216,204,252,270,195,160,198,202,199,200,174,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3])). % 87.97/87.87 cnf(4882,plain, % 87.97/87.87 (P5(x48821,f5(f5(f12(f14(f9(x48822,x48822,a1),x48823,a1),x48821,a1))),f5(f5(f5(f5(a1)))))), % 87.97/87.87 inference(rename_variables,[],[4109])). % 87.97/87.87 cnf(4887,plain, % 87.97/87.87 (~P5(f10(f31(x48871,x48872),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,1844,1351,4529,1579,2257,2800,2965,155,2150,2158,1563,262,1983,1581,1470,1404,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,1678,153,3675,1912,4484,4509,4567,2465,2395,3691,3198,3232,2555,3609,3695,2053,2363,4409,2627,3066,2444,3144,4164,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,3775,3748,191,218,226,175,1697,164,253,181,216,204,252,270,195,160,198,202,199,200,174,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620])). % 87.97/87.87 cnf(4890,plain, % 87.97/87.87 (P5(f5(f5(x48901)),x48901,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(4898,plain, % 87.97/87.87 (~P5(f14(f12(f19(f22(x48981),a27),f12(f5(f5(f3(a1))),f8(x48982,f31(x48983,x48984),a1),a1),a1),f31(x48983,x48984),a1),x48982,a1)), % 87.97/87.87 inference(rename_variables,[],[4300])). % 87.97/87.87 cnf(4901,plain, % 87.97/87.87 (~P6(f12(f5(f5(f3(a1))),x49011,a1),x49011,a1)), % 87.97/87.87 inference(rename_variables,[],[3664])). % 87.97/87.87 cnf(4904,plain, % 87.97/87.87 (P5(x49041,f5(f5(x49041)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(4907,plain, % 87.97/87.87 (~P6(f8(f14(x49071,f31(x49072,x49073),a1),f31(x49072,x49073),a1),x49071,a1)), % 87.97/87.87 inference(rename_variables,[],[1591])). % 87.97/87.87 cnf(4910,plain, % 87.97/87.87 (~P5(f12(f12(f31(x49101,x49102),f12(f3(a1),x49103,a1),a1),f3(a1),a1),x49103,a1)), % 87.97/87.87 inference(rename_variables,[],[1912])). % 87.97/87.87 cnf(4913,plain, % 87.97/87.87 (P5(f5(f5(x49131)),x49131,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(4915,plain, % 87.97/87.87 (P6(f3(a1),f5(f5(f6(f31(x49151,x49152),a1))),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1844,1351,4529,4876,4890,1349,4904,318,1579,2257,2486,2800,2965,307,155,2150,2158,1563,262,1983,1581,1470,1404,1591,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3691,3198,1712,3232,2555,3609,3695,2053,2363,4409,2627,4128,3066,2444,3144,4300,4164,3503,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,4385,3775,3748,191,218,162,226,175,1697,164,253,181,216,204,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796])). % 87.97/87.87 cnf(4916,plain, % 87.97/87.87 (P5(x49161,f5(f5(x49161)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(4918,plain, % 87.97/87.87 (~P5(f12(f19(f22(x49181),a27),f12(f5(f5(f3(a1))),f8(f14(x49182,f31(x49183,x49184),a1),f31(x49183,x49184),a1),a1),a1),x49182,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1844,1351,4529,4876,4890,1349,4904,318,1579,2257,2486,2800,2965,307,155,2150,2158,1563,262,1983,1581,1470,1404,1591,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3691,3198,1712,3232,2555,3609,3695,2053,2363,4409,2627,4128,3066,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,4385,3775,3748,191,218,162,185,226,175,1697,164,253,181,216,204,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088])). % 87.97/87.87 cnf(4922,plain, % 87.97/87.87 (P5(x49221,f5(f5(x49221)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(4926,plain, % 87.97/87.87 (~P5(f14(f12(f19(f22(x49261),a27),f12(f12(f3(a1),x49262,a1),f6(x49262,a1),a1),a1),f31(x49263,x49264),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1844,1351,4529,4876,4890,1349,4904,4916,318,1579,2257,2486,2800,2965,307,155,2150,2158,1563,262,1983,1581,1470,1404,1591,2731,1749,1371,1385,1398,4495,4595,1652,2699,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3691,3198,1712,3232,2555,3609,3695,2053,2363,4409,2627,4128,3066,3742,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,4385,3775,3748,191,218,162,185,226,175,1697,164,253,181,216,204,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972])). % 87.97/87.87 cnf(4927,plain, % 87.97/87.87 (~P5(f8(f14(f12(f19(f22(x49271),a27),f12(f12(x49272,x49273,a1),f6(x49273,a1),a1),a1),f31(x49274,x49275),a1),f31(x49274,x49275),a1),x49272,a1)), % 87.97/87.87 inference(rename_variables,[],[3742])). % 87.97/87.87 cnf(4935,plain, % 87.97/87.87 (~P6(f8(f14(x49351,f19(f22(x49352),a27),a1),f19(f22(x49352),a27),a1),x49351,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1844,1351,4529,4876,4890,1349,4904,4916,310,318,1579,2257,2486,2800,2965,307,155,2150,2158,1563,262,1983,1581,1470,1404,1591,2731,1749,1371,1385,2546,1398,4495,4595,1652,2699,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3691,3198,1712,3232,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3742,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,4385,3775,3748,191,218,162,185,226,175,1697,164,253,181,216,204,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082])). % 87.97/87.87 cnf(4938,plain, % 87.97/87.87 (~E(f12(x49381,f31(x49382,x49383),a1),x49381)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1844,1351,4529,4876,4890,1349,4904,4916,310,318,1579,2257,2486,2800,2965,307,155,2150,2158,1563,262,1983,1581,1470,1404,1591,2731,1749,1371,1385,2546,1398,4495,4595,1652,2699,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3691,3198,1712,3232,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3742,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,226,175,1697,164,253,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547])). % 87.97/87.87 cnf(4946,plain, % 87.97/87.87 (~P6(f14(f11(f11(f8(x49461,f31(x49462,x49463),a1),a1),a1),f31(x49462,x49463),a1),x49461,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1844,1351,4529,4876,4890,1349,4904,4916,310,318,1579,2257,2486,2800,2965,307,155,2150,2158,1563,262,1983,3467,1581,1470,1404,1591,2731,1749,1371,1385,2546,1398,4495,4595,1652,2699,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1712,3232,3151,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3742,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,226,175,1697,164,253,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081])). % 87.97/87.87 cnf(4947,plain, % 87.97/87.87 (~P6(f8(f14(f11(f11(x49471,a1),a1),f31(x49472,x49473),a1),f31(x49472,x49473),a1),x49471,a1)), % 87.97/87.87 inference(rename_variables,[],[3151])). % 87.97/87.87 cnf(4949,plain, % 87.97/87.87 (~P5(f12(f31(x49491,x49492),f12(f12(x49493,x49494,a1),f6(f5(f5(x49494)),a1),a1),a1),x49493,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1844,1351,4529,4876,4890,4913,1349,4904,4916,310,318,1579,2257,2486,2800,2965,307,155,2150,2158,1563,262,1983,3467,1581,1470,1404,1591,2731,1749,1371,1385,2546,1398,4495,4595,1652,2699,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3742,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,226,175,1697,164,253,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063])). % 87.97/87.87 cnf(4950,plain, % 87.97/87.87 (~P5(f12(f12(f31(x49501,x49502),f12(x49503,f6(x49504,a1),a1),a1),x49504,a1),x49503,a1)), % 87.97/87.87 inference(rename_variables,[],[1914])). % 87.97/87.87 cnf(4956,plain, % 87.97/87.87 (P7(f3(a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,1844,1351,4529,4876,4890,4913,1349,4904,4916,310,318,1579,2257,2486,2800,2965,307,155,2150,2158,1563,262,1983,3467,1581,1470,1404,1591,2731,1749,305,1371,1385,2546,1398,4495,4595,1652,2699,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3742,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,226,175,241,1697,164,253,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802])). % 87.97/87.87 cnf(4967,plain, % 87.97/87.87 (~P6(f11(f11(x49671,a1),a1),x49671,a1)), % 87.97/87.87 inference(rename_variables,[],[1398])). % 87.97/87.87 cnf(4972,plain, % 87.97/87.87 (P5(x49721,f5(f5(x49721)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(4974,plain, % 87.97/87.87 (~P6(f14(f9(f19(x49741,a27),f3(a1),a1),f19(x49741,a27),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,1844,1351,4529,4876,4890,4913,1349,4904,4916,4922,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1563,262,1983,3467,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,1652,2699,2282,1478,3664,4516,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3742,4281,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,300,226,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964])). % 87.97/87.87 cnf(4976,plain, % 87.97/87.87 (P5(x49761,x49761,a1)), % 87.97/87.87 inference(rename_variables,[],[300])). % 87.97/87.87 cnf(4978,plain, % 87.97/87.87 (~P5(f12(f6(f4(a1),a1),x49781,a1),x49781,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,1844,1351,4529,4876,4890,4913,1349,4904,4916,4922,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1563,262,1983,3467,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,1652,2699,2282,1478,3664,4516,4901,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3742,4281,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,300,226,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062])). % 87.97/87.87 cnf(4981,plain, % 87.97/87.87 (~P6(f8(f12(f14(f9(x49811,x49811,a1),x49812,a1),f14(x49813,f31(x49814,x49815),a1),a1),f31(x49814,x49815),a1),x49813,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,1844,1351,4529,4876,4890,4913,1349,4904,4916,4922,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1563,262,1983,3467,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,1652,2699,2282,1478,3664,4516,4901,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,300,226,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083])). % 87.97/87.87 cnf(4986,plain, % 87.97/87.87 (P6(f5(f5(f3(a1))),f6(f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,1844,1351,4529,4876,4890,4913,1349,4904,4916,4922,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1563,262,1983,3467,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,1652,2699,2282,1478,3664,4516,4901,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,300,226,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795])). % 87.97/87.87 cnf(4987,plain, % 87.97/87.87 (P5(f5(f5(x49871)),x49871,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5000,plain, % 87.97/87.87 (~P5(f3(a1),f14(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,1844,1351,4529,4876,4890,4913,1349,4904,4916,4922,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,262,1983,3467,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,4947,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,3748,191,218,162,166,185,300,226,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993])). % 87.97/87.87 cnf(5005,plain, % 87.97/87.87 (~P5(f4(a1),f10(f11(f3(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,4109,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,1844,1351,4529,4876,4890,4913,1349,4904,4916,4922,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,262,1983,3467,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,4947,3525,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,4295,3748,191,218,162,166,185,300,226,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764])). % 87.97/87.87 cnf(5015,plain, % 87.97/87.87 (~P6(f11(f11(x50151,a1),a1),x50151,a1)), % 87.97/87.87 inference(rename_variables,[],[1398])). % 87.97/87.87 cnf(5020,plain, % 87.97/87.87 (~P7(f14(f14(f3(a1),f4(a1),a1),f4(a1),a1),f14(f14(f4(a1),f4(a1),a1),f4(a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,1349,4904,4916,4922,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,3467,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1912,4484,4509,4567,4580,2465,2395,3660,3691,3198,1914,1712,3232,3151,4947,3525,3223,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,4295,3748,191,218,162,166,185,300,226,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100])). % 87.97/87.87 cnf(5023,plain, % 87.97/87.87 (~P5(f12(f12(f31(x50231,x50232),f12(f3(a1),x50233,a1),a1),f3(a1),a1),x50233,a1)), % 87.97/87.87 inference(rename_variables,[],[1912])). % 87.97/87.87 cnf(5042,plain, % 87.97/87.87 (P5(f5(f5(x50421)),x50421,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5044,plain, % 87.97/87.87 (~P6(f11(f11(f12(f19(f22(x50441),a27),x50442,a1),a1),a1),x50442,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1912,4484,4509,4567,4580,4910,2465,2395,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922])). % 87.97/87.87 cnf(5045,plain, % 87.97/87.87 (~P6(f11(f11(x50451,a1),a1),x50451,a1)), % 87.97/87.87 inference(rename_variables,[],[1398])). % 87.97/87.87 cnf(5047,plain, % 87.97/87.87 (~P7(f14(f4(a1),f14(f3(a1),f4(a1),a1),a1),f14(f4(a1),f14(f4(a1),f4(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1912,4484,4509,4567,4580,4910,2465,2395,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099])). % 87.97/87.87 cnf(5049,plain, % 87.97/87.87 (P6(f11(f6(f4(a1),a1),a1),f12(f4(a1),f6(x50491,a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1912,4484,4509,4567,4580,4910,2465,2395,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794])). % 87.97/87.87 cnf(5057,plain, % 87.97/87.87 (~P6(f12(f5(f5(f14(f9(x50571,x50571,a1),x50572,a1))),x50573,a1),x50573,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061])). % 87.97/87.87 cnf(5059,plain, % 87.97/87.87 (P5(x50591,f5(f5(x50591)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5068,plain, % 87.97/87.87 (P7(f3(a1),f12(x50681,f11(f9(x50681,f14(x50682,f3(a1),a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4281,2444,3144,4300,4898,4164,3503,4425,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235])). % 87.97/87.87 cnf(5072,plain, % 87.97/87.87 (~P6(f14(f8(f14(f3(a1),f31(x50721,x50722),a1),f31(x50721,x50722),a1),x50723,a1),f14(f8(f14(f3(a1),f31(x50721,x50722),a1),f31(x50721,x50722),a1),x50724,a1),a1)), % 87.97/87.87 inference(rename_variables,[],[2910])). % 87.97/87.87 cnf(5074,plain, % 87.97/87.87 (~P5(f14(f12(f19(f22(x50741),a27),f12(f12(f8(x50742,f31(x50743,x50744),a1),x50745,a1),f6(x50745,a1),a1),a1),f31(x50743,x50744),a1),x50742,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,2910,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093])). % 87.97/87.87 cnf(5075,plain, % 87.97/87.87 (~P5(f8(f14(f12(f19(f22(x50751),a27),f12(f12(x50752,x50753,a1),f6(x50753,a1),a1),a1),f31(x50754,x50755),a1),f31(x50754,x50755),a1),x50752,a1)), % 87.97/87.87 inference(rename_variables,[],[3742])). % 87.97/87.87 cnf(5083,plain, % 87.97/87.87 (~P5(f3(a1),f8(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,2910,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010])). % 87.97/87.87 cnf(5087,plain, % 87.97/87.87 (~P5(f3(a1),f8(f6(f4(a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,2910,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011])). % 87.97/87.87 cnf(5092,plain, % 87.97/87.87 (~P5(f8(f11(f31(x50921,x50922),a1),f11(f31(x50921,x50922),a1),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,2910,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3582,3660,3691,3198,1914,1712,3232,4504,3151,4947,3525,3223,2555,3609,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019])). % 87.97/87.87 cnf(5094,plain, % 87.97/87.87 (~P5(f12(f12(f31(x50941,x50942),f12(f12(x50943,f5(f5(f3(a1))),a1),f6(x50944,a1),a1),a1),x50944,a1),x50943,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,5059,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,2910,3467,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3582,3660,3691,3198,1914,4950,1712,3232,4504,3151,4947,3525,3223,2555,3609,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,218,162,166,185,300,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932])). % 87.97/87.87 cnf(5095,plain, % 87.97/87.87 (~P5(f12(f12(f31(x50951,x50952),f12(x50953,f6(x50954,a1),a1),a1),x50954,a1),x50953,a1)), % 87.97/87.87 inference(rename_variables,[],[1914])). % 87.97/87.87 cnf(5096,plain, % 87.97/87.87 (P5(x50961,f5(f5(x50961)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5111,plain, % 87.97/87.87 (~P5(f12(f12(f31(x51111,x51112),f12(f12(f5(f5(f3(a1))),x51113,a1),f6(x51114,a1),a1),a1),x51114,a1),x51113,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,5059,5096,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,2910,3467,1391,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,3232,4504,3151,4947,3525,3223,2555,3609,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,218,162,166,185,300,1611,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931])). % 87.97/87.87 cnf(5113,plain, % 87.97/87.87 (P5(x51131,f5(f5(x51131)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5118,plain, % 87.97/87.87 (~P5(f11(f11(f12(f19(f22(x51181),a27),x51182,a1),a1),a1),x51182,a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,1349,4904,4916,4922,4972,5059,5096,1577,310,318,1579,2257,2486,1357,2800,2965,307,155,2150,2158,1940,1363,1563,1525,262,1983,2910,5072,3467,1391,3637,1581,1470,1404,1591,2731,2051,1749,305,1371,1385,2546,1398,4495,4595,4603,4967,5015,5045,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,1912,4484,4509,4567,4580,4910,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,3232,4504,3151,4947,3525,3223,2555,3609,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,218,162,166,185,300,1611,193,226,233,235,175,241,1697,164,253,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930])). % 87.97/87.87 cnf(5131,plain, % 87.97/87.87 (~P6(f8(f14(x51311,f31(x51312,x51313),a1),f31(x51312,x51313),a1),x51311,a1)), % 87.97/87.87 inference(rename_variables,[],[1591])). % 87.97/87.87 cnf(5142,plain, % 87.97/87.87 (~P6(x51421,x51421,a1)), % 87.97/87.87 inference(rename_variables,[],[330])). % 87.97/87.87 cnf(5149,plain, % 87.97/87.87 (~P6(f14(f3(a1),x51491,a1),f14(f3(a1),x51492,a1),a1)), % 87.97/87.87 inference(rename_variables,[],[1544])). % 87.97/87.87 cnf(5155,plain, % 87.97/87.87 (~P6(x51551,x51551,a1)), % 87.97/87.87 inference(rename_variables,[],[330])). % 87.97/87.87 cnf(5158,plain, % 87.97/87.87 (~P6(f3(a1),f8(x51581,f3(a1),a1),a1)), % 87.97/87.87 inference(rename_variables,[],[1571])). % 87.97/87.87 cnf(5161,plain, % 87.97/87.87 (P5(x51611,f5(f5(x51611)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5163,plain, % 87.97/87.87 (P5(f14(f5(f5(f31(x51631,x51632))),f5(f5(f31(x51631,x51632))),a1),f14(f31(x51631,x51632),f31(x51631,x51632),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,1349,4904,4916,4922,4972,5059,5096,5113,1577,310,318,1579,2257,1510,2486,1357,2800,2965,1418,307,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,2731,2051,1749,1361,330,5142,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,1652,2699,2282,1478,3664,4516,4901,2255,1678,153,3675,1520,331,1912,4484,4509,4567,4580,4910,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191])). % 87.97/87.87 cnf(5164,plain, % 87.97/87.87 (P5(f5(f5(x51641)),x51641,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5165,plain, % 87.97/87.87 (P5(f5(f5(x51651)),x51651,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5167,plain, % 87.97/87.87 (~P5(f8(x51671,f11(f3(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,1349,4904,4916,4922,4972,5059,5096,5113,1577,310,318,1579,2257,1510,2486,1357,2800,2965,1418,307,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,2731,2051,1749,1361,330,5142,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,1912,4484,4509,4567,4580,4910,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069])). % 87.97/87.87 cnf(5170,plain, % 87.97/87.87 (~P6(x51701,x51701,a1)), % 87.97/87.87 inference(rename_variables,[],[330])). % 87.97/87.87 cnf(5175,plain, % 87.97/87.87 (P5(x51751,f5(f5(x51751)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5180,plain, % 87.97/87.87 (P5(f5(f5(x51801)),x51801,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5183,plain, % 87.97/87.87 (~P6(f3(a1),f8(x51831,f8(x51832,f3(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,5165,5164,1349,4904,4916,4922,4972,5059,5096,5113,5161,5175,1577,310,318,1579,2257,2092,1510,2486,1357,2800,2965,1418,307,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,5131,2731,2051,1749,1361,330,5142,5155,5170,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,5158,1365,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,1912,4484,4509,4567,4580,4910,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,5075,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069,1000,1163,1189,1002])). % 87.97/87.87 cnf(5187,plain, % 87.97/87.87 (~P5(f12(f12(f31(x51871,x51872),f12(f3(a1),f8(x51873,f11(f3(a1),a1),a1),a1),a1),f3(a1),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,5165,5164,1349,4904,4916,4922,4972,5059,5096,5113,5161,5175,1577,310,318,1579,2257,2092,1510,2486,1357,2800,2965,1418,307,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,5131,2731,2051,1749,1361,330,5142,5155,5170,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,5158,1365,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,1912,4484,4509,4567,4580,4910,5023,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,5075,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069,1000,1163,1189,1002,1001])). % 87.97/87.87 cnf(5192,plain, % 87.97/87.87 (P6(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,5165,5164,1349,4904,4916,4922,4972,5059,5096,5113,5161,5175,1577,310,318,1579,2257,2092,1510,2486,1357,2800,2965,1418,307,1414,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,5131,2731,2051,1749,1361,330,5142,5155,5170,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,5158,1365,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,2979,1912,4484,4509,4567,4580,4910,5023,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,2424,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,5075,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,4976,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069,1000,1163,1189,1002,1001,1066,1003])). % 87.97/87.87 cnf(5199,plain, % 87.97/87.87 (~P6(x51991,x51991,f5(f12(f14(f9(x51992,x51992,a1),x51993,a1),f5(f5(f5(a1))),a1)))), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,5165,5180,5164,1349,4904,4916,4922,4972,5059,5096,5113,5161,5175,1577,310,318,1579,2257,2092,1510,2486,1357,2800,2965,1418,307,1414,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,5131,2731,2051,1749,1361,330,5142,5155,5170,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,5158,1365,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,2979,1912,4484,4509,4567,4580,4910,5023,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,2424,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,5075,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,4976,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069,1000,1163,1189,1002,1001,1066,1003,1190,13,525])). % 87.97/87.87 cnf(5203,plain, % 87.97/87.87 (P6(f12(f14(x52031,x52032,a1),f5(f5(f3(a1))),a1),f12(f14(x52031,x52032,a1),f31(x52033,x52034),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,5165,5180,5164,1349,4904,4916,4922,4972,5059,5096,5113,5161,5175,1577,310,318,1579,2257,2092,1510,2486,1357,2800,2965,1418,307,1414,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,5131,2731,2051,1749,1361,330,5142,5155,5170,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,5158,1365,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,2979,1912,4484,4509,4567,4580,4910,5023,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,2424,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,5075,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,4976,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069,1000,1163,1189,1002,1001,1066,1003,1190,13,525,523,1242])). % 87.97/87.87 cnf(5205,plain, % 87.97/87.87 (~P5(f3(a1),f11(f12(f19(f22(x52051),a27),f3(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,5165,5180,5164,1349,4904,4916,4922,4972,5059,5096,5113,5161,5175,1577,310,318,1579,2257,2092,1510,2486,1357,2800,2965,1418,307,1414,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,5131,2731,2051,1749,1361,330,5142,5155,5170,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,5158,1365,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,2979,1912,4484,4509,4567,4580,4910,5023,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,2424,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,5075,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,4976,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069,1000,1163,1189,1002,1001,1066,1003,1190,13,525,523,1242,713])). % 87.97/87.87 cnf(5217,plain, % 87.97/87.87 (~P5(f11(f12(f11(f31(x52171,x52172),a1),f11(f31(x52171,x52172),a1),a1),a1),f12(f11(f31(x52171,x52172),a1),f11(f31(x52171,x52172),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,5165,5180,5164,1349,4904,4916,4922,4972,5059,5096,5113,5161,5175,1577,310,318,1579,2257,2092,1510,2486,1357,2800,2965,1418,307,1414,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,5131,2731,2051,1749,1361,330,5142,5155,5170,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,5158,1365,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,2979,1912,4484,4509,4567,4580,4910,5023,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,2424,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,5075,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,4976,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069,1000,1163,1189,1002,1001,1066,1003,1190,13,525,523,1242,713,669,735,1237,934,712,720])). % 87.97/87.87 cnf(5227,plain, % 87.97/87.87 (~P6(x52271,f8(f14(x52271,f11(f6(f4(a1),a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[1453,4633,4643,4646,4652,4659,4669,4674,4679,4685,4692,4695,4698,4701,4704,4707,4710,4713,4716,4721,4724,4727,4730,4735,4738,4741,4744,4747,4750,4755,4758,4763,4766,4769,4772,4775,4778,4783,4786,4789,4792,4795,4798,4801,4804,4807,4810,4813,4816,4819,4822,4825,4830,4833,4836,4839,4842,4845,4848,4851,4855,4857,4862,4865,4868,1773,4733,4753,4828,4860,4871,3732,4467,4761,3444,4115,3910,3447,328,2035,1852,1347,1325,1967,2418,2743,2741,1963,3072,3252,4109,4882,1283,4212,4063,4854,3803,1947,3895,3913,3917,3924,3932,3934,3936,3942,3955,3962,3964,3969,3971,3973,3975,3982,3986,3988,4000,4002,4004,4008,4015,4017,4019,4023,4025,4027,4029,4031,4033,4037,4039,4041,4043,4045,4047,4049,4051,4053,4055,4057,4059,4061,4065,4067,4069,4071,4073,4075,4079,4081,4083,4085,4087,4089,4091,4093,4095,4097,4099,4101,4105,4107,4113,3889,4143,4249,1354,1353,3375,1844,1351,4529,4876,4890,4913,4987,5042,5165,5180,5164,1349,4904,4916,4922,4972,5059,5096,5113,5161,5175,1577,310,318,1579,2257,2092,1510,2486,1357,2800,2965,1418,307,1414,155,2150,2158,1940,1363,1563,1544,5149,1512,1525,262,1983,2910,5072,3467,1391,1589,2269,3637,1581,1470,1404,1591,4907,5131,2731,2051,1749,1361,330,5142,5155,5170,305,1371,1385,3573,2546,1398,4495,4595,4603,4967,5015,5045,1571,5158,1365,1652,2699,2282,1478,3664,4516,4901,2255,1678,1388,153,3675,1520,331,2979,1912,4484,4509,4567,4580,4910,5023,2465,2395,3582,3660,3691,3198,1914,4950,5095,1712,2424,3232,4504,3151,4947,3525,3223,3242,2555,3609,3112,2387,3695,2053,2363,4409,2627,4128,3066,3899,3742,4927,5075,4281,2444,3144,4300,4898,4164,3503,4425,4351,3905,3952,4470,4662,4348,3009,4592,3053,2493,3879,1973,4385,3775,2318,4295,3748,168,171,191,203,250,218,162,166,185,300,4976,1611,193,226,233,235,175,241,1697,164,253,214,227,181,216,204,183,252,270,195,249,160,198,179,202,199,200,174,161,158,157,339,871,638,921,545,591,636,637,535,474,641,334,635,829,640,723,658,639,832,335,634,831,14,2,938,817,1020,779,833,562,939,937,734,607,936,903,420,411,742,716,1238,738,534,1094,773,563,549,719,740,854,702,416,772,816,655,1236,594,901,768,717,1224,573,770,902,542,741,571,718,417,605,904,110,923,419,935,106,88,940,122,905,418,125,1097,476,775,147,606,137,737,113,1243,145,776,739,142,91,127,92,128,148,126,98,100,1223,144,117,119,146,85,130,143,131,124,150,140,96,101,94,123,134,89,118,115,107,93,77,139,87,141,120,99,112,76,136,116,82,133,90,108,135,121,78,81,152,103,132,86,109,105,111,80,102,97,104,129,75,79,114,83,3,95,84,757,550,620,800,1150,951,979,1060,1153,868,759,798,796,1088,844,697,972,429,761,1138,1082,547,1112,999,1081,1063,1155,1152,802,1029,1136,684,1109,1111,1156,964,1062,1083,1137,795,1139,967,760,797,554,993,974,764,762,1028,970,758,799,1100,1103,1110,801,952,552,994,992,965,922,1099,794,1144,763,1154,1061,765,1143,756,1235,1114,1093,987,1014,1010,1015,1011,1120,1019,932,1018,1005,1009,1017,1004,1008,931,1118,930,1006,929,1116,1164,1162,1172,1167,1170,1173,1169,1166,1171,1067,1068,1175,1191,1069,1000,1163,1189,1002,1001,1066,1003,1190,13,525,523,1242,713,669,735,1237,934,712,720,706,945,946,966,1074])). % 87.97/87.87 cnf(5239,plain, % 87.97/87.87 (E(f12(f14(f9(x52391,x52391,a1),x52392,a1),f5(f5(x52393)),a1),x52393)), % 87.97/87.87 inference(scs_inference,[],[3765,339])). % 87.97/87.87 cnf(5245,plain, % 87.97/87.87 (~P5(f12(f12(f12(f31(x52451,x52452),x52453,a1),x52454,a1),f6(f5(f5(x52454)),a1),a1),x52453,a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4949,4661,339,871,921])). % 87.97/87.87 cnf(5252,plain, % 87.97/87.87 (P5(f3(a1),f10(f31(x52521,x52522),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4887,2546,3093,4949,4661,339,871,921,638,637,545])). % 87.97/87.87 cnf(5257,plain, % 87.97/87.87 (~P6(f12(f3(a1),x52571,a1),x52571,a1)), % 87.97/87.87 inference(rename_variables,[],[1547])). % 87.97/87.87 cnf(5269,plain, % 87.97/87.87 (~P5(f4(a1),f15(f10(f12(f15(f3(a1)),f15(f3(a1)),a1),a1)),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4887,1508,1940,3639,2498,2546,3285,1547,3093,4247,4949,4661,339,871,921,638,637,545,535,635,591,640,636,474,723,641])). % 87.97/87.87 cnf(5275,plain, % 87.97/87.87 (~E(f15(f15(f12(f4(a1),f4(a1),a1))),f4(a1))), % 87.97/87.87 inference(scs_inference,[],[3765,4887,2884,3135,1508,1940,3639,2498,2546,3285,1547,3062,3093,4247,4949,4661,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335])). % 87.97/87.87 cnf(5277,plain, % 87.97/87.87 (~P5(x52771,f11(f12(f31(x52772,x52773),f12(f3(a1),f6(x52771,a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4887,2884,3135,1508,1940,3639,2498,2546,3285,1547,3062,3093,1914,4247,4949,4661,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832])). % 87.97/87.87 cnf(5278,plain, % 87.97/87.87 (~P5(f12(f12(f31(x52781,x52782),f12(x52783,f6(x52784,a1),a1),a1),x52784,a1),x52783,a1)), % 87.97/87.87 inference(rename_variables,[],[1914])). % 87.97/87.87 cnf(5280,plain, % 87.97/87.87 (P5(x52801,f6(f6(f6(f6(x52801,a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4887,2884,3135,1508,1940,3639,2498,2546,3285,1547,3062,3093,1914,3811,4247,4949,4661,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658])). % 87.97/87.87 cnf(5281,plain, % 87.97/87.87 (P5(x52811,f6(f6(f6(x52811,a1),a1),a1),a1)), % 87.97/87.87 inference(rename_variables,[],[3811])). % 87.97/87.87 cnf(5295,plain, % 87.97/87.87 (P6(f12(f14(x52951,x52952,a1),f12(f14(f9(x52953,x52951,a1),x52952,a1),f5(f5(f3(a1))),a1),a1),f12(f14(x52953,x52952,a1),f31(x52954,x52955),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,4607,1508,1940,3639,2498,3193,2546,3285,1547,3062,3093,2890,1914,3811,4247,4949,4661,5203,160,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240])). % 87.97/87.87 cnf(5296,plain, % 87.97/87.87 (P6(f12(f14(x52961,x52962,a1),f5(f5(f3(a1))),a1),f12(f14(x52961,x52962,a1),f31(x52963,x52964),a1),a1)), % 87.97/87.87 inference(rename_variables,[],[5203])). % 87.97/87.87 cnf(5298,plain, % 87.97/87.87 (P6(f12(f14(x52981,x52982,a1),f5(f5(f3(a1))),a1),f12(f14(x52983,x52982,a1),f12(f14(f9(x52981,x52983,a1),x52982,a1),f31(x52984,x52985),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,4607,1508,1940,3639,2498,3193,2546,3285,1547,3062,3093,2890,1914,3811,4247,4949,4661,5203,5296,160,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242])). % 87.97/87.87 cnf(5303,plain, % 87.97/87.87 (~P5(f12(f31(x53031,x53032),f12(f12(f12(x53033,x53034,a1),f5(f5(f3(a1))),a1),f6(x53034,a1),a1),a1),x53033,a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,4607,1508,1940,3639,2498,3193,2546,3285,1547,3062,3548,3093,2890,1914,3811,4247,5094,4949,4661,5203,5296,204,195,160,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938])). % 87.97/87.87 cnf(5311,plain, % 87.97/87.87 (P5(f5(f5(f3(a1))),f5(f5(f31(x53111,x53112))),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,4607,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,1914,3112,3811,4247,4978,5094,4949,4661,5203,5296,204,195,160,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779])). % 87.97/87.87 cnf(5312,plain, % 87.97/87.87 (P5(f5(f5(x53121)),x53121,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5314,plain, % 87.97/87.87 (~P5(f31(x53141,x53142),f12(f14(f9(x53143,x53143,a1),x53144,a1),f5(f5(f3(a1))),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,4607,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,1914,3112,3811,4247,4978,5094,4949,4661,5203,5296,204,195,160,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675])). % 87.97/87.87 cnf(5317,plain, % 87.97/87.87 (P5(x53171,f6(f6(f6(x53171,a1),a1),a1),a1)), % 87.97/87.87 inference(rename_variables,[],[3811])). % 87.97/87.87 cnf(5319,plain, % 87.97/87.87 (~P5(x53191,f11(f12(f19(f22(x53192),a27),f11(x53191,a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,4607,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,1914,3112,3811,5281,4247,4978,5094,4949,4661,5118,5203,5296,4531,204,195,160,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735])). % 87.97/87.87 cnf(5320,plain, % 87.97/87.87 (~P5(f11(f11(f12(f19(f22(x53201),a27),x53202,a1),a1),a1),x53202,a1)), % 87.97/87.87 inference(rename_variables,[],[5118])). % 87.97/87.87 cnf(5322,plain, % 87.97/87.87 (~P6(f12(f31(x53221,x53222),f11(f11(x53223,a1),a1),a1),x53223,a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,4607,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,1914,3112,1935,3811,5281,4247,4978,5094,4949,4661,5118,5203,5296,4531,204,195,160,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734])). % 87.97/87.87 cnf(5327,plain, % 87.97/87.87 (~P5(f12(f31(x53271,x53272),f12(f12(f5(f5(f3(a1))),f12(x53273,x53274,a1),a1),f6(x53274,a1),a1),a1),x53273,a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,4607,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,1914,3112,1935,3811,5281,4247,4978,5094,5111,4949,4661,5118,5203,5296,4531,204,195,198,160,202,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937])). % 87.97/87.87 cnf(5349,plain, % 87.97/87.87 (~E(f11(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),f14(f6(f4(a1),a1),f6(f4(a1),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,2884,3135,3891,4607,4585,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,1596,1914,3112,1935,3811,5281,4247,4978,5094,5111,4949,4521,4661,4542,5118,5203,5296,4531,175,216,204,252,195,270,198,160,199,202,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411])). % 87.97/87.87 cnf(5351,plain, % 87.97/87.87 (~E(f11(f12(f31(x53511,x53512),f3(a1),a1),a1),f3(a1))), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,3135,3891,4607,4585,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,1596,1914,3112,1935,3811,5281,4247,4978,5094,5111,4949,4521,4661,4542,5118,5203,5296,4531,175,216,204,252,195,270,198,160,199,202,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416])). % 87.97/87.87 cnf(5357,plain, % 87.97/87.87 (~P5(f12(f14(f12(f31(x53571,x53572),f8(f12(x53573,f6(x53574,a1),a1),f19(f22(x53575),a27),a1),a1),f19(f22(x53575),a27),a1),x53574,a1),x53573,a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,3135,3891,4607,4585,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,2183,1596,1914,3112,1935,3811,5281,4247,4978,5094,5111,4949,4521,4661,4542,5118,5203,5296,4531,226,175,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094])). % 87.97/87.87 cnf(5358,plain, % 87.97/87.87 (~P5(f14(f12(f31(x53581,x53582),f8(x53583,f19(f22(x53584),a27),a1),a1),f19(f22(x53584),a27),a1),x53583,a1)), % 87.97/87.87 inference(rename_variables,[],[2183])). % 87.97/87.87 cnf(5360,plain, % 87.97/87.87 (~P5(f11(f14(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,3135,3891,4607,4585,4853,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,2183,1596,1914,3112,1935,3811,5281,4247,4978,5094,5111,4949,4521,4661,4542,5118,5203,5296,4531,226,175,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742])). % 87.97/87.87 cnf(5362,plain, % 87.97/87.87 (P5(x53621,f6(f6(x53621,f5(f5(a1))),f5(f5(a1))),f5(f5(a1)))), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,3135,3891,4607,4585,4853,1844,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,2183,1596,1914,3112,1935,3811,5281,3249,4247,4978,5094,5111,4949,4521,4661,4542,5118,5203,5296,4531,226,175,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702])). % 87.97/87.87 cnf(5366,plain, % 87.97/87.87 (P5(f14(f5(f5(f31(x53661,x53662))),f5(f5(f31(x53661,x53662))),a1),f14(f31(x53661,x53662),f31(x53661,x53662),a1),a1)), % 87.97/87.87 inference(rename_variables,[],[5163])). % 87.97/87.87 cnf(5368,plain, % 87.97/87.87 (~P5(f11(f11(f12(f19(f22(x53681),a27),f3(a1),a1),a1),a1),f11(f12(f19(f22(x53681),a27),f3(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,3135,3891,4607,4585,4853,1844,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,3062,3548,3093,2890,2183,1596,1914,3112,1935,3811,5281,3249,4247,4978,5094,5111,4949,4521,4661,4542,5118,5163,4365,5203,5296,4531,5205,226,175,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720])). % 87.97/87.87 cnf(5371,plain, % 87.97/87.87 (~P6(f12(f3(a1),x53711,a1),x53711,a1)), % 87.97/87.87 inference(rename_variables,[],[1547])). % 87.97/87.87 cnf(5376,plain, % 87.97/87.87 (~P6(x53761,f11(f12(f3(a1),f11(x53761,a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,3135,3891,4607,4585,4853,1844,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,5257,5371,3062,3548,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,3249,4247,4978,5094,5111,4949,4521,4661,4542,5118,5163,4365,5203,5296,4531,5205,226,175,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768])). % 87.97/87.87 cnf(5377,plain, % 87.97/87.87 (~P6(f12(f3(a1),x53771,a1),x53771,a1)), % 87.97/87.87 inference(rename_variables,[],[1547])). % 87.97/87.87 cnf(5379,plain, % 87.97/87.87 (~P6(f11(f3(a1),a1),f12(f3(a1),f3(a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,3135,3891,4607,4585,4853,1844,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,5257,5371,2523,3062,3548,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,3249,4247,4978,5094,5111,4949,4521,4661,4542,5118,5163,4365,5203,5296,4531,5205,226,175,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772])). % 87.97/87.87 cnf(5390,plain, % 87.97/87.87 (P6(f3(a1),f6(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,3135,4780,3891,4607,4585,4853,1844,1351,1508,1940,3639,262,2498,3193,2546,3285,1547,5257,5371,2523,3062,3548,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,5199,3249,4247,4978,5094,5111,4949,4521,4661,4542,5118,5163,4365,5203,5296,4531,5205,226,175,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534])). % 87.97/87.87 cnf(5401,plain, % 87.97/87.87 (~P5(f11(f11(f10(f31(x54011,x54012),a1),a1),a1),f11(f10(f31(x54011,x54012),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,2049,3135,4780,3891,4607,4585,4853,1844,1351,1508,1940,3639,262,2498,3193,2546,3285,1690,1547,5257,5371,2523,1978,3062,3548,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,5199,3249,4247,4978,5094,5111,4949,4521,4661,4542,5118,5163,4365,5203,5296,4531,5205,191,226,175,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719])). % 87.97/87.87 cnf(5403,plain, % 87.97/87.87 (~E(f12(f14(x54031,x54032,a1),f31(x54033,x54034),a1),f12(f14(x54035,x54032,a1),f14(f9(x54031,x54035,a1),x54032,a1),a1))), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,2049,3135,4938,4780,3891,4607,4585,4853,1844,1351,1508,1940,3639,262,2498,3193,2546,3285,1690,1547,5257,5371,2523,1978,3062,3548,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,5199,3249,4247,4978,5094,5111,4949,4521,4661,4542,5118,5163,4365,5203,5296,4531,5205,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224])). % 87.97/87.87 cnf(5406,plain, % 87.97/87.87 (~P5(f12(f3(a1),f12(f12(f31(x54061,x54062),x54063,a1),f5(f5(f3(a1))),a1),a1),x54063,a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,2049,3135,4938,4780,3891,4607,4585,4853,1844,1351,1508,1940,3639,262,2498,3193,2546,3285,1690,1547,5257,5371,2523,1978,3062,3548,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5163,4365,5203,5296,4531,5205,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940])). % 87.97/87.87 cnf(5420,plain, % 87.97/87.87 (~P6(f11(f11(f12(f14(f9(x54201,x54201,a1),x54202,a1),x54203,a1),a1),a1),x54203,a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,2049,3135,4938,4780,3891,4607,4585,4853,1844,1351,1508,1940,3639,2886,262,2498,2583,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3548,2636,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5163,4365,5203,5296,4594,4531,5205,1408,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935])). % 87.97/87.87 cnf(5425,plain, % 87.97/87.87 (P5(x54251,f12(f14(f9(x54252,x54252,a1),x54253,a1),x54251,a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3765,4597,4887,1967,2884,2049,3135,4938,4780,3891,4607,4585,4853,1844,1351,1508,1940,3639,2886,262,2498,2583,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3548,2636,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5163,4365,5203,5296,4594,4531,5205,1408,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097])). % 87.97/87.87 cnf(5428,plain, % 87.97/87.87 (P52(f12(f14(x54281,x54282,a1),f12(f14(f9(f9(f9(x54283,x54283,a1),f9(x54284,x54284,a1),a1),x54281,a1),x54282,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,3765,4597,4887,1967,2884,2049,3135,4938,4780,3891,4607,4632,4585,4853,1844,1351,1508,1940,3639,2886,262,2498,2583,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3548,2636,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5163,4365,5203,5296,4594,4531,5205,1408,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110])). % 87.97/87.87 cnf(5429,plain, % 87.97/87.87 (E(f12(f14(x54291,x54292,a1),x54293,a1),f12(f14(x54294,x54292,a1),f12(f14(f9(x54291,x54294,a1),x54292,a1),x54293,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5432,plain, % 87.97/87.87 (P5(f12(f14(f9(x54321,x54321,a1),x54322,a1),f3(a1),a1),f12(f14(x54323,x54322,a1),f11(f14(x54323,x54322,a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,3765,4597,4887,1967,2884,2049,3135,4938,4780,3891,4607,4632,4585,4853,1844,1351,1508,1940,3639,2886,262,2498,2583,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3548,2636,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243])). % 87.97/87.87 cnf(5442,plain, % 87.97/87.87 (~P5(f11(x54421,a1),f11(f12(f19(f22(x54422),a27),x54421,a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,3765,4597,4887,1967,2884,2049,3135,4938,4780,3891,4607,4632,4585,4853,1844,1351,1508,1940,3639,2886,262,2498,2583,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775])). % 87.97/87.87 cnf(5448,plain, % 87.97/87.87 (~E(f10(f6(f4(a1),a1),a1),f3(a1))), % 87.97/87.87 inference(scs_inference,[],[2000,3765,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4585,4853,1844,1351,1508,1940,3639,2886,262,2498,2583,2731,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417])). % 87.97/87.87 cnf(5452,plain, % 87.97/87.87 (P62(f12(f14(x54521,x54522,a1),f12(f14(f9(f9(f9(x54523,x54523,a1),f9(x54524,x54524,a1),a1),x54521,a1),x54522,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,3765,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4645,4585,4853,1844,1351,1508,1940,3639,2886,262,2498,2583,2731,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88])). % 87.97/87.87 cnf(5453,plain, % 87.97/87.87 (E(f12(f14(x54531,x54532,a1),x54533,a1),f12(f14(x54534,x54532,a1),f12(f14(f9(x54531,x54534,a1),x54532,a1),x54533,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5456,plain, % 87.97/87.87 (P41(f12(f14(x54561,x54562,a1),f12(f14(f9(f9(f9(x54563,x54563,a1),f9(x54564,x54564,a1),a1),x54561,a1),x54562,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,3765,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4645,4673,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137])). % 87.97/87.87 cnf(5457,plain, % 87.97/87.87 (E(f12(f14(x54571,x54572,a1),x54573,a1),f12(f14(x54574,x54572,a1),f12(f14(f9(x54571,x54574,a1),x54572,a1),x54573,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5458,plain, % 87.97/87.87 (P72(f12(f14(x54581,x54582,a1),f12(f14(f9(f9(f9(x54583,x54583,a1),f9(x54584,x54584,a1),a1),x54581,a1),x54582,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,3765,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4645,4668,4673,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147])). % 87.97/87.87 cnf(5459,plain, % 87.97/87.87 (E(f12(f14(x54591,x54592,a1),x54593,a1),f12(f14(x54594,x54592,a1),f12(f14(f9(x54591,x54594,a1),x54592,a1),x54593,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5460,plain, % 87.97/87.87 (P48(f12(f14(x54601,x54602,a1),f12(f14(f9(f9(f9(x54603,x54603,a1),f9(x54604,x54604,a1),a1),x54601,a1),x54602,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,3765,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4645,4651,4668,4673,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122])). % 87.97/87.87 cnf(5461,plain, % 87.97/87.87 (E(f12(f14(x54611,x54612,a1),x54613,a1),f12(f14(x54614,x54612,a1),f12(f14(f9(x54611,x54614,a1),x54612,a1),x54613,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5464,plain, % 87.97/87.87 (P61(f12(f14(x54641,x54642,a1),f12(f14(f9(f9(f9(x54643,x54643,a1),f9(x54644,x54644,a1),a1),x54641,a1),x54642,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,3765,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4645,4651,4668,4673,4715,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100])). % 87.97/87.87 cnf(5465,plain, % 87.97/87.87 (E(f12(f14(x54651,x54652,a1),x54653,a1),f12(f14(x54654,x54652,a1),f12(f14(f9(x54651,x54654,a1),x54652,a1),x54653,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5468,plain, % 87.97/87.87 (P45(f12(f14(x54681,x54682,a1),f12(f14(f9(f9(f9(x54683,x54683,a1),f9(x54684,x54684,a1),a1),x54681,a1),x54682,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4668,4673,4715,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106])). % 87.97/87.87 cnf(5469,plain, % 87.97/87.87 (E(f12(f14(x54691,x54692,a1),x54693,a1),f12(f14(x54694,x54692,a1),f12(f14(f9(x54691,x54694,a1),x54692,a1),x54693,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5470,plain, % 87.97/87.87 (P28(f12(f14(x54701,x54702,a1),f12(f14(f9(f9(f9(x54703,x54703,a1),f9(x54704,x54704,a1),a1),x54701,a1),x54702,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4715,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125])). % 87.97/87.87 cnf(5471,plain, % 87.97/87.87 (E(f12(f14(x54711,x54712,a1),x54713,a1),f12(f14(x54714,x54712,a1),f12(f14(f9(x54711,x54714,a1),x54712,a1),x54713,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5472,plain, % 87.97/87.87 (P68(f12(f14(x54721,x54722,a1),f12(f14(f9(f9(f9(x54723,x54723,a1),f9(x54724,x54724,a1),a1),x54721,a1),x54722,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4691,4715,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142])). % 87.97/87.87 cnf(5473,plain, % 87.97/87.87 (E(f12(f14(x54731,x54732,a1),x54733,a1),f12(f14(x54734,x54732,a1),f12(f14(f9(x54731,x54734,a1),x54732,a1),x54733,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5474,plain, % 87.97/87.87 (P3(f12(f14(x54741,x54742,a1),f12(f14(f9(f9(f9(x54743,x54743,a1),f9(x54744,x54744,a1),a1),x54741,a1),x54742,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4691,4700,4715,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92])). % 87.97/87.87 cnf(5475,plain, % 87.97/87.87 (E(f12(f14(x54751,x54752,a1),x54753,a1),f12(f14(x54754,x54752,a1),f12(f14(f9(x54751,x54754,a1),x54752,a1),x54753,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5476,plain, % 87.97/87.87 (P35(f12(f14(x54761,x54762,a1),f12(f14(f9(f9(f9(x54763,x54763,a1),f9(x54764,x54764,a1),a1),x54761,a1),x54762,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4691,4700,4715,4729,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146])). % 87.97/87.87 cnf(5477,plain, % 87.97/87.87 (E(f12(f14(x54771,x54772,a1),x54773,a1),f12(f14(x54774,x54772,a1),f12(f14(f9(x54771,x54774,a1),x54772,a1),x54773,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5478,plain, % 87.97/87.87 (P26(f12(f14(x54781,x54782,a1),f12(f14(f9(f9(f9(x54783,x54783,a1),f9(x54784,x54784,a1),a1),x54781,a1),x54782,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4691,4700,4715,4726,4729,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119])). % 87.97/87.87 cnf(5479,plain, % 87.97/87.87 (E(f12(f14(x54791,x54792,a1),x54793,a1),f12(f14(x54794,x54792,a1),f12(f14(f9(x54791,x54794,a1),x54792,a1),x54793,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5480,plain, % 87.97/87.87 (P4(f12(f14(x54801,x54802,a1),f12(f14(f9(f9(f9(x54803,x54803,a1),f9(x54804,x54804,a1),a1),x54801,a1),x54802,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4691,4700,4715,4726,4729,4754,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101])). % 87.97/87.87 cnf(5481,plain, % 87.97/87.87 (E(f12(f14(x54811,x54812,a1),x54813,a1),f12(f14(x54814,x54812,a1),f12(f14(f9(x54811,x54814,a1),x54812,a1),x54813,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5482,plain, % 87.97/87.87 (P56(f12(f14(x54821,x54822,a1),f12(f14(f9(f9(f9(x54823,x54823,a1),f9(x54824,x54824,a1),a1),x54821,a1),x54822,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4684,4691,4700,4715,4726,4729,4754,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145])). % 87.97/87.87 cnf(5483,plain, % 87.97/87.87 (E(f12(f14(x54831,x54832,a1),x54833,a1),f12(f14(x54834,x54832,a1),f12(f14(f9(x54831,x54834,a1),x54832,a1),x54833,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5484,plain, % 87.97/87.87 (P46(f12(f14(x54841,x54842,a1),f12(f14(f9(f9(f9(x54843,x54843,a1),f9(x54844,x54844,a1),a1),x54841,a1),x54842,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4684,4691,4700,4715,4726,4729,4754,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93])). % 87.97/87.87 cnf(5485,plain, % 87.97/87.87 (E(f12(f14(x54851,x54852,a1),x54853,a1),f12(f14(x54854,x54852,a1),f12(f14(f9(x54851,x54854,a1),x54852,a1),x54853,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5486,plain, % 87.97/87.87 (P30(f12(f14(x54861,x54862,a1),f12(f14(f9(f9(f9(x54863,x54863,a1),f9(x54864,x54864,a1),a1),x54861,a1),x54862,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4684,4691,4700,4715,4726,4729,4743,4754,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124])). % 87.97/87.87 cnf(5487,plain, % 87.97/87.87 (E(f12(f14(x54871,x54872,a1),x54873,a1),f12(f14(x54874,x54872,a1),f12(f14(f9(x54871,x54874,a1),x54872,a1),x54873,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5488,plain, % 87.97/87.87 (P38(f12(f14(x54881,x54882,a1),f12(f14(f9(f9(f9(x54883,x54883,a1),f9(x54884,x54884,a1),a1),x54881,a1),x54882,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4684,4691,4700,4715,4723,4726,4729,4743,4754,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117])). % 87.97/87.87 cnf(5489,plain, % 87.97/87.87 (E(f12(f14(x54891,x54892,a1),x54893,a1),f12(f14(x54894,x54892,a1),f12(f14(f9(x54891,x54894,a1),x54892,a1),x54893,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5490,plain, % 87.97/87.87 (P24(f12(f14(x54901,x54902,a1),f12(f14(f9(f9(f9(x54903,x54903,a1),f9(x54904,x54904,a1),a1),x54901,a1),x54902,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4684,4691,4700,4703,4715,4723,4726,4729,4743,4754,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128])). % 87.97/87.87 cnf(5491,plain, % 87.97/87.87 (E(f12(f14(x54911,x54912,a1),x54913,a1),f12(f14(x54914,x54912,a1),f12(f14(f9(x54911,x54914,a1),x54912,a1),x54913,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5492,plain, % 87.97/87.87 (P53(f12(f14(x54921,x54922,a1),f12(f14(f9(f9(f9(x54923,x54923,a1),f9(x54924,x54924,a1),a1),x54921,a1),x54922,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4700,4703,4715,4723,4726,4729,4743,4754,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113])). % 87.97/87.87 cnf(5493,plain, % 87.97/87.87 (E(f12(f14(x54931,x54932,a1),x54933,a1),f12(f14(x54934,x54932,a1),f12(f14(f9(x54931,x54934,a1),x54932,a1),x54933,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5494,plain, % 87.97/87.87 (P11(f12(f14(x54941,x54942,a1),f12(f14(f9(f9(f9(x54943,x54943,a1),f9(x54944,x54944,a1),a1),x54941,a1),x54942,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4700,4703,4715,4723,4726,4729,4743,4754,4762,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134])). % 87.97/87.87 cnf(5495,plain, % 87.97/87.87 (E(f12(f14(x54951,x54952,a1),x54953,a1),f12(f14(x54954,x54952,a1),f12(f14(f9(x54951,x54954,a1),x54952,a1),x54953,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5496,plain, % 87.97/87.87 (P50(f12(f14(x54961,x54962,a1),f12(f14(f9(f9(f9(x54963,x54963,a1),f9(x54964,x54964,a1),a1),x54961,a1),x54962,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4700,4703,4715,4723,4726,4729,4743,4754,4757,4762,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94])). % 87.97/87.87 cnf(5497,plain, % 87.97/87.87 (E(f12(f14(x54971,x54972,a1),x54973,a1),f12(f14(x54974,x54972,a1),f12(f14(f9(x54971,x54974,a1),x54972,a1),x54973,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5498,plain, % 87.97/87.87 (P40(f12(f14(x54981,x54982,a1),f12(f14(f9(f9(f9(x54983,x54983,a1),f9(x54984,x54984,a1),a1),x54981,a1),x54982,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4700,4703,4715,4723,4726,4729,4743,4754,4757,4762,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91])). % 87.97/87.87 cnf(5499,plain, % 87.97/87.87 (E(f12(f14(x54991,x54992,a1),x54993,a1),f12(f14(x54994,x54992,a1),f12(f14(f9(x54991,x54994,a1),x54992,a1),x54993,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5500,plain, % 87.97/87.87 (P71(f12(f14(x55001,x55002,a1),f12(f14(f9(f9(f9(x55003,x55003,a1),f9(x55004,x55004,a1),a1),x55001,a1),x55002,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4700,4703,4715,4723,4726,4729,4737,4743,4754,4757,4762,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143])). % 87.97/87.87 cnf(5501,plain, % 87.97/87.87 (E(f12(f14(x55011,x55012,a1),x55013,a1),f12(f14(x55014,x55012,a1),f12(f14(f9(x55011,x55014,a1),x55012,a1),x55013,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5502,plain, % 87.97/87.87 (P44(f12(f14(x55021,x55022,a1),f12(f14(f9(f9(f9(x55023,x55023,a1),f9(x55024,x55024,a1),a1),x55021,a1),x55022,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4700,4703,4709,4715,4723,4726,4729,4737,4743,4754,4757,4762,4777,4585,4853,1844,1351,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126])). % 87.97/87.87 cnf(5503,plain, % 87.97/87.87 (E(f12(f14(x55031,x55032,a1),x55033,a1),f12(f14(x55034,x55032,a1),f12(f14(f9(x55031,x55034,a1),x55032,a1),x55033,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5504,plain, % 87.97/87.87 (P5(x55041,f5(f5(x55041)),f12(f14(f9(x55042,x55042,a1),x55043,a1),a1,a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,1773,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4700,4703,4709,4715,4723,4726,4729,4737,4743,4754,4757,4762,4777,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85])). % 87.97/87.87 cnf(5505,plain, % 87.97/87.87 (E(x55051,f12(f14(f9(x55052,x55052,a1),x55053,a1),x55051,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(5506,plain, % 87.97/87.87 (P47(f12(f14(x55061,x55062,a1),f12(f14(f9(f9(f9(x55063,x55063,a1),f9(x55064,x55064,a1),a1),x55061,a1),x55062,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,1773,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4700,4703,4709,4715,4723,4726,4729,4737,4743,4754,4757,4762,4777,4812,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133])). % 87.97/87.87 cnf(5507,plain, % 87.97/87.87 (E(f12(f14(x55071,x55072,a1),x55073,a1),f12(f14(x55074,x55072,a1),f12(f14(f9(x55071,x55074,a1),x55072,a1),x55073,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5508,plain, % 87.97/87.87 (P12(f12(f14(x55081,x55082,a1),f12(f14(f9(f9(f9(x55083,x55083,a1),f9(x55084,x55084,a1),a1),x55081,a1),x55082,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,1773,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4700,4703,4709,4712,4715,4723,4726,4729,4737,4743,4754,4757,4762,4777,4812,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98])). % 87.97/87.87 cnf(5509,plain, % 87.97/87.87 (E(f12(f14(x55091,x55092,a1),x55093,a1),f12(f14(x55094,x55092,a1),f12(f14(f9(x55091,x55094,a1),x55092,a1),x55093,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5510,plain, % 87.97/87.87 (P70(f12(f14(x55101,x55102,a1),f12(f14(f9(f9(f9(x55103,x55103,a1),f9(x55104,x55104,a1),a1),x55101,a1),x55102,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,1773,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4709,4712,4715,4723,4726,4729,4737,4743,4754,4757,4762,4777,4812,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127])). % 87.97/87.87 cnf(5511,plain, % 87.97/87.87 (E(f12(f14(x55111,x55112,a1),x55113,a1),f12(f14(x55114,x55112,a1),f12(f14(f9(x55111,x55114,a1),x55112,a1),x55113,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5512,plain, % 87.97/87.87 (P21(f12(f14(x55121,x55122,a1),f12(f14(f9(f9(f9(x55123,x55123,a1),f9(x55124,x55124,a1),a1),x55121,a1),x55122,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,1773,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4709,4712,4715,4723,4726,4729,4737,4743,4749,4754,4757,4762,4777,4812,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140])). % 87.97/87.87 cnf(5513,plain, % 87.97/87.87 (E(f12(f14(x55131,x55132,a1),x55133,a1),f12(f14(x55134,x55132,a1),f12(f14(f9(x55131,x55134,a1),x55132,a1),x55133,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5514,plain, % 87.97/87.87 (P18(f12(f14(x55141,x55142,a1),f12(f14(f9(f9(f9(x55143,x55143,a1),f9(x55144,x55144,a1),a1),x55141,a1),x55142,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,1773,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4709,4712,4715,4723,4726,4729,4734,4737,4743,4749,4754,4757,4762,4777,4812,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130])). % 87.97/87.87 cnf(5515,plain, % 87.97/87.87 (E(f12(f14(x55151,x55152,a1),x55153,a1),f12(f14(x55154,x55152,a1),f12(f14(f9(x55151,x55154,a1),x55152,a1),x55153,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5516,plain, % 87.97/87.87 (P17(f12(f14(x55161,x55162,a1),f12(f14(f9(f9(f9(x55163,x55163,a1),f9(x55164,x55164,a1),a1),x55161,a1),x55162,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,1773,3765,4877,4597,4887,1325,1967,2884,2049,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4723,4726,4729,4734,4737,4743,4749,4754,4757,4762,4777,4812,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148])). % 87.97/87.87 cnf(5517,plain, % 87.97/87.87 (E(f12(f14(x55171,x55172,a1),x55173,a1),f12(f14(x55174,x55172,a1),f12(f14(f9(x55171,x55174,a1),x55172,a1),x55173,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5519,plain, % 87.97/87.87 (E(x55191,f12(f14(f9(x55192,x55192,a1),x55193,a1),x55191,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(5520,plain, % 87.97/87.87 (P22(f12(f14(x55201,x55202,a1),f12(f14(f9(f9(f9(x55203,x55203,a1),f9(x55204,x55204,a1),a1),x55201,a1),x55202,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,1773,5505,3765,4877,4597,4887,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4743,4749,4754,4757,4762,4777,4812,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144])). % 87.97/87.87 cnf(5521,plain, % 87.97/87.87 (E(f12(f14(x55211,x55212,a1),x55213,a1),f12(f14(x55214,x55212,a1),f12(f14(f9(x55211,x55214,a1),x55212,a1),x55213,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5522,plain, % 87.97/87.87 (P49(f12(f14(x55221,x55222,a1),f12(f14(f9(f9(f9(x55223,x55223,a1),f9(x55224,x55224,a1),a1),x55221,a1),x55222,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,1773,5505,3765,4877,4597,4887,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4743,4749,4754,4757,4762,4777,4812,4815,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90])). % 87.97/87.87 cnf(5523,plain, % 87.97/87.87 (E(f12(f14(x55231,x55232,a1),x55233,a1),f12(f14(x55234,x55232,a1),f12(f14(f9(x55231,x55234,a1),x55232,a1),x55233,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5524,plain, % 87.97/87.87 (P67(f12(f14(x55241,x55242,a1),f12(f14(f9(f9(f9(x55243,x55243,a1),f9(x55244,x55244,a1),a1),x55241,a1),x55242,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,1773,5505,3765,4877,4597,4887,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4743,4749,4754,4757,4762,4777,4812,4815,4838,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132])). % 87.97/87.87 cnf(5525,plain, % 87.97/87.87 (E(f12(f14(x55251,x55252,a1),x55253,a1),f12(f14(x55254,x55252,a1),f12(f14(f9(x55251,x55254,a1),x55252,a1),x55253,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5526,plain, % 87.97/87.87 (P14(f12(f14(x55261,x55262,a1),f12(f14(f9(f9(f9(x55263,x55263,a1),f9(x55264,x55264,a1),a1),x55261,a1),x55262,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,1773,5505,3765,4877,4597,4887,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4743,4749,4754,4757,4762,4777,4782,4812,4815,4838,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139])). % 87.97/87.87 cnf(5527,plain, % 87.97/87.87 (E(f12(f14(x55271,x55272,a1),x55273,a1),f12(f14(x55274,x55272,a1),f12(f14(f9(x55271,x55274,a1),x55272,a1),x55273,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5528,plain, % 87.97/87.87 (P19(f12(f14(x55281,x55282,a1),f12(f14(f9(f9(f9(x55283,x55283,a1),f9(x55284,x55284,a1),a1),x55281,a1),x55282,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,1773,5505,3765,4877,4597,4887,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4743,4746,4749,4754,4757,4762,4777,4782,4812,4815,4838,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150])). % 87.97/87.87 cnf(5529,plain, % 87.97/87.87 (E(f12(f14(x55291,x55292,a1),x55293,a1),f12(f14(x55294,x55292,a1),f12(f14(f9(x55291,x55294,a1),x55292,a1),x55293,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5531,plain, % 87.97/87.87 (E(x55311,f5(f5(f12(f14(f9(x55312,x55312,a1),x55313,a1),x55311,a1))))), % 87.97/87.87 inference(rename_variables,[],[3348])). % 87.97/87.87 cnf(5532,plain, % 87.97/87.87 (P43(f12(f14(x55321,x55322,a1),f12(f14(f9(f9(f9(x55323,x55323,a1),f9(x55324,x55324,a1),a1),x55321,a1),x55322,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4743,4746,4749,4754,4757,4762,4768,4777,4782,4812,4815,4838,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118])). % 87.97/87.87 cnf(5533,plain, % 87.97/87.87 (E(f12(f14(x55331,x55332,a1),x55333,a1),f12(f14(x55334,x55332,a1),f12(f14(f9(x55331,x55334,a1),x55332,a1),x55333,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5534,plain, % 87.97/87.87 (P29(f12(f14(x55341,x55342,a1),f12(f14(f9(f9(f9(x55343,x55343,a1),f9(x55344,x55344,a1),a1),x55341,a1),x55342,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4743,4746,4749,4754,4757,4762,4768,4774,4777,4782,4812,4815,4838,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107])). % 87.97/87.87 cnf(5535,plain, % 87.97/87.87 (E(f12(f14(x55351,x55352,a1),x55353,a1),f12(f14(x55354,x55352,a1),f12(f14(f9(x55351,x55354,a1),x55352,a1),x55353,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5536,plain, % 87.97/87.87 (P34(f12(f14(x55361,x55362,a1),f12(f14(f9(f9(f9(x55363,x55363,a1),f9(x55364,x55364,a1),a1),x55361,a1),x55362,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4743,4746,4749,4754,4757,4762,4768,4774,4777,4782,4812,4815,4838,4847,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105])). % 87.97/87.87 cnf(5537,plain, % 87.97/87.87 (E(f12(f14(x55371,x55372,a1),x55373,a1),f12(f14(x55374,x55372,a1),f12(f14(f9(x55371,x55374,a1),x55372,a1),x55373,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5538,plain, % 87.97/87.87 (P42(f12(f14(x55381,x55382,a1),f12(f14(f9(f9(f9(x55383,x55383,a1),f9(x55384,x55384,a1),a1),x55381,a1),x55382,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4774,4777,4782,4812,4815,4838,4847,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131])). % 87.97/87.87 cnf(5539,plain, % 87.97/87.87 (E(f12(f14(x55391,x55392,a1),x55393,a1),f12(f14(x55394,x55392,a1),f12(f14(f9(x55391,x55394,a1),x55392,a1),x55393,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5540,plain, % 87.97/87.87 (P55(f12(f14(x55401,x55402,a1),f12(f14(f9(f9(f9(x55403,x55403,a1),f9(x55404,x55404,a1),a1),x55401,a1),x55402,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4771,4774,4777,4782,4812,4815,4838,4847,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115])). % 87.97/87.87 cnf(5541,plain, % 87.97/87.87 (E(f12(f14(x55411,x55412,a1),x55413,a1),f12(f14(x55414,x55412,a1),f12(f14(f9(x55411,x55414,a1),x55412,a1),x55413,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5542,plain, % 87.97/87.87 (P32(f12(f14(x55421,x55422,a1),f12(f14(f9(f9(f9(x55423,x55423,a1),f9(x55424,x55424,a1),a1),x55421,a1),x55422,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4771,4774,4777,4782,4809,4812,4815,4838,4847,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82])). % 87.97/87.87 cnf(5543,plain, % 87.97/87.87 (E(f12(f14(x55431,x55432,a1),x55433,a1),f12(f14(x55434,x55432,a1),f12(f14(f9(x55431,x55434,a1),x55432,a1),x55433,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5544,plain, % 87.97/87.87 (P65(f12(f14(x55441,x55442,a1),f12(f14(f9(f9(f9(x55443,x55443,a1),f9(x55444,x55444,a1),a1),x55441,a1),x55442,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4771,4774,4777,4782,4809,4812,4815,4818,4838,4847,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108])). % 87.97/87.87 cnf(5545,plain, % 87.97/87.87 (E(f12(f14(x55451,x55452,a1),x55453,a1),f12(f14(x55454,x55452,a1),f12(f14(f9(x55451,x55454,a1),x55452,a1),x55453,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5546,plain, % 87.97/87.87 (P16(f12(f14(x55461,x55462,a1),f12(f14(f9(f9(f9(x55463,x55463,a1),f9(x55464,x55464,a1),a1),x55461,a1),x55462,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4771,4774,4777,4782,4797,4809,4812,4815,4818,4838,4847,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112])). % 87.97/87.87 cnf(5547,plain, % 87.97/87.87 (E(f12(f14(x55471,x55472,a1),x55473,a1),f12(f14(x55474,x55472,a1),f12(f14(f9(x55471,x55474,a1),x55472,a1),x55473,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5548,plain, % 87.97/87.87 (P27(f12(f14(x55481,x55482,a1),f12(f14(f9(f9(f9(x55483,x55483,a1),f9(x55484,x55484,a1),a1),x55481,a1),x55482,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4771,4774,4777,4782,4797,4809,4812,4815,4818,4838,4847,4850,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111])). % 87.97/87.87 cnf(5549,plain, % 87.97/87.87 (E(f12(f14(x55491,x55492,a1),x55493,a1),f12(f14(x55494,x55492,a1),f12(f14(f9(x55491,x55494,a1),x55492,a1),x55493,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5550,plain, % 87.97/87.87 (P33(f12(f14(x55501,x55502,a1),f12(f14(f9(f9(f9(x55503,x55503,a1),f9(x55504,x55504,a1),a1),x55501,a1),x55502,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4771,4774,4777,4782,4794,4797,4809,4812,4815,4818,4838,4847,4850,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99])). % 87.97/87.87 cnf(5551,plain, % 87.97/87.87 (E(f12(f14(x55511,x55512,a1),x55513,a1),f12(f14(x55514,x55512,a1),f12(f14(f9(x55511,x55514,a1),x55512,a1),x55513,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5552,plain, % 87.97/87.87 (P39(f12(f14(x55521,x55522,a1),f12(f14(f9(f9(f9(x55523,x55523,a1),f9(x55524,x55524,a1),a1),x55521,a1),x55522,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4771,4774,4777,4782,4794,4797,4800,4809,4812,4815,4818,4838,4847,4850,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76])). % 87.97/87.87 cnf(5553,plain, % 87.97/87.87 (E(f12(f14(x55531,x55532,a1),x55533,a1),f12(f14(x55534,x55532,a1),f12(f14(f9(x55531,x55534,a1),x55532,a1),x55533,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5554,plain, % 87.97/87.87 (P59(f12(f14(x55541,x55542,a1),f12(f14(f9(f9(f9(x55543,x55543,a1),f9(x55544,x55544,a1),a1),x55541,a1),x55542,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4768,4771,4774,4777,4782,4794,4797,4800,4809,4812,4815,4818,4838,4841,4847,4850,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86])). % 87.97/87.87 cnf(5555,plain, % 87.97/87.87 (E(f12(f14(x55551,x55552,a1),x55553,a1),f12(f14(x55554,x55552,a1),f12(f14(f9(x55551,x55554,a1),x55552,a1),x55553,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5556,plain, % 87.97/87.87 (P63(f12(f14(x55561,x55562,a1),f12(f14(f9(f9(f9(x55563,x55563,a1),f9(x55564,x55564,a1),a1),x55561,a1),x55562,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4794,4797,4800,4809,4812,4815,4818,4838,4841,4847,4850,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89])). % 87.97/87.87 cnf(5557,plain, % 87.97/87.87 (E(f12(f14(x55571,x55572,a1),x55573,a1),f12(f14(x55574,x55572,a1),f12(f14(f9(x55571,x55574,a1),x55572,a1),x55573,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5558,plain, % 87.97/87.87 (P9(f12(f14(x55581,x55582,a1),f12(f14(f9(f9(f9(x55583,x55583,a1),f9(x55584,x55584,a1),a1),x55581,a1),x55582,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,1773,5505,3348,3765,4877,4597,4887,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4794,4797,4800,4809,4812,4815,4818,4838,4841,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102])). % 87.97/87.87 cnf(5559,plain, % 87.97/87.87 (E(f12(f14(x55591,x55592,a1),x55593,a1),f12(f14(x55594,x55592,a1),f12(f14(f9(x55591,x55594,a1),x55592,a1),x55593,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5560,plain, % 87.97/87.87 (P2(f5(f5(f12(f14(f9(x55601,x55601,a1),x55602,a1),f5(f5(a1)),a1))))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4794,4797,4800,4809,4812,4815,4818,4838,4841,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77])). % 87.97/87.87 cnf(5562,plain, % 87.97/87.87 (P69(f12(f14(x55621,x55622,a1),f12(f14(f9(f9(f9(x55623,x55623,a1),f9(x55624,x55624,a1),a1),x55621,a1),x55622,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4794,4797,4800,4803,4809,4812,4815,4818,4838,4841,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136])). % 87.97/87.87 cnf(5563,plain, % 87.97/87.87 (E(f12(f14(x55631,x55632,a1),x55633,a1),f12(f14(x55634,x55632,a1),f12(f14(f9(x55631,x55634,a1),x55632,a1),x55633,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5564,plain, % 87.97/87.87 (P57(f12(f14(x55641,x55642,a1),f12(f14(f9(f9(f9(x55643,x55643,a1),f9(x55644,x55644,a1),a1),x55641,a1),x55642,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4794,4797,4800,4803,4809,4812,4815,4818,4821,4838,4841,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135])). % 87.97/87.87 cnf(5565,plain, % 87.97/87.87 (E(f12(f14(x55651,x55652,a1),x55653,a1),f12(f14(x55654,x55652,a1),f12(f14(f9(x55651,x55654,a1),x55652,a1),x55653,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5566,plain, % 87.97/87.87 (P51(f12(f14(x55661,x55662,a1),f12(f14(f9(f9(f9(x55663,x55663,a1),f9(x55664,x55664,a1),a1),x55661,a1),x55662,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4794,4797,4800,4803,4809,4812,4815,4818,4821,4835,4838,4841,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103])). % 87.97/87.87 cnf(5567,plain, % 87.97/87.87 (E(f12(f14(x55671,x55672,a1),x55673,a1),f12(f14(x55674,x55672,a1),f12(f14(f9(x55671,x55674,a1),x55672,a1),x55673,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5568,plain, % 87.97/87.87 (P37(f12(f14(x55681,x55682,a1),f12(f14(f9(f9(f9(x55683,x55683,a1),f9(x55684,x55684,a1),a1),x55681,a1),x55682,a1),f5(f5(a2)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4794,4797,4800,4803,4809,4812,4815,4818,4821,4835,4838,4841,4844,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109])). % 87.97/87.87 cnf(5569,plain, % 87.97/87.87 (E(f12(f14(x55691,x55692,a1),x55693,a1),f12(f14(x55694,x55692,a1),f12(f14(f9(x55691,x55694,a1),x55692,a1),x55693,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5570,plain, % 87.97/87.87 (P31(f12(f14(x55701,x55702,a1),f12(f14(f9(f9(f9(x55703,x55703,a1),f9(x55704,x55704,a1),a1),x55701,a1),x55702,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4794,4797,4800,4803,4809,4812,4815,4818,4821,4829,4835,4838,4841,4844,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81])). % 87.97/87.87 cnf(5571,plain, % 87.97/87.87 (E(f12(f14(x55711,x55712,a1),x55713,a1),f12(f14(x55714,x55712,a1),f12(f14(f9(x55711,x55714,a1),x55712,a1),x55713,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5572,plain, % 87.97/87.87 (P58(f12(f14(x55721,x55722,a1),f12(f14(f9(f9(f9(x55723,x55723,a1),f9(x55724,x55724,a1),a1),x55721,a1),x55722,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4788,4794,4797,4800,4803,4809,4812,4815,4818,4821,4829,4835,4838,4841,4844,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141])). % 87.97/87.87 cnf(5573,plain, % 87.97/87.87 (E(f12(f14(x55731,x55732,a1),x55733,a1),f12(f14(x55734,x55732,a1),f12(f14(f9(x55731,x55734,a1),x55732,a1),x55733,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5574,plain, % 87.97/87.87 (P60(f12(f14(x55741,x55742,a1),f12(f14(f9(f9(f9(x55743,x55743,a1),f9(x55744,x55744,a1),a1),x55741,a1),x55742,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4794,4797,4800,4803,4809,4812,4815,4818,4821,4829,4835,4838,4841,4844,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87])). % 87.97/87.87 cnf(5575,plain, % 87.97/87.87 (E(f12(f14(x55751,x55752,a1),x55753,a1),f12(f14(x55754,x55752,a1),f12(f14(f9(x55751,x55754,a1),x55752,a1),x55753,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5576,plain, % 87.97/87.87 (P23(f12(f14(x55761,x55762,a1),f12(f14(f9(f9(f9(x55763,x55763,a1),f9(x55764,x55764,a1),a1),x55761,a1),x55762,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4809,4812,4815,4818,4821,4829,4835,4838,4841,4844,4847,4850,4856,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120])). % 87.97/87.87 cnf(5577,plain, % 87.97/87.87 (E(f12(f14(x55771,x55772,a1),x55773,a1),f12(f14(x55774,x55772,a1),f12(f14(f9(x55771,x55774,a1),x55772,a1),x55773,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5578,plain, % 87.97/87.87 (P66(f12(f14(x55781,x55782,a1),f12(f14(f9(f9(f9(x55783,x55783,a1),f9(x55784,x55784,a1),a1),x55781,a1),x55782,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4809,4812,4815,4818,4821,4829,4835,4838,4841,4844,4847,4850,4856,4861,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104])). % 87.97/87.87 cnf(5579,plain, % 87.97/87.87 (E(f12(f14(x55791,x55792,a1),x55793,a1),f12(f14(x55794,x55792,a1),f12(f14(f9(x55791,x55794,a1),x55792,a1),x55793,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5580,plain, % 87.97/87.87 (P64(f12(f14(x55801,x55802,a1),f12(f14(f9(f9(f9(x55803,x55803,a1),f9(x55804,x55804,a1),a1),x55801,a1),x55802,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4809,4812,4815,4818,4821,4824,4829,4835,4838,4841,4844,4847,4850,4856,4861,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121])). % 87.97/87.87 cnf(5581,plain, % 87.97/87.87 (E(f12(f14(x55811,x55812,a1),x55813,a1),f12(f14(x55814,x55812,a1),f12(f14(f9(x55811,x55814,a1),x55812,a1),x55813,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5582,plain, % 87.97/87.87 (P10(f12(f14(x55821,x55822,a1),f12(f14(f9(f9(f9(x55823,x55823,a1),f9(x55824,x55824,a1),a1),x55821,a1),x55822,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,1773,5505,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4835,4838,4841,4844,4847,4850,4856,4861,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116])). % 87.97/87.87 cnf(5583,plain, % 87.97/87.87 (E(f12(f14(x55831,x55832,a1),x55833,a1),f12(f14(x55834,x55832,a1),f12(f14(f9(x55831,x55834,a1),x55832,a1),x55833,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5584,plain, % 87.97/87.87 (P6(f12(f14(f9(x55841,x55841,a1),x55842,a1),f3(a1),a1),f12(f14(f9(x55843,x55843,a1),x55844,a1),f31(x55845,x55846),a1),f5(f5(f12(f14(f9(x55847,x55847,a1),x55848,a1),a1,a1))))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,1773,5505,5519,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,4827,3891,4607,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4835,4838,4841,4844,4847,4850,4856,4861,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79])). % 87.97/87.87 cnf(5585,plain, % 87.97/87.87 (E(x55851,f12(f14(f9(x55852,x55852,a1),x55853,a1),x55851,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(5587,plain, % 87.97/87.87 (E(x55871,f12(f14(f9(x55872,x55872,a1),x55873,a1),x55871,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(5588,plain, % 87.97/87.87 (P6(f12(f14(f9(x55881,x55881,a1),x55882,a1),f3(a1),a1),f31(x55883,x55884),f5(f12(f14(f9(x55885,x55885,a1),x55886,a1),f5(a1),a1)))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,1773,5505,5519,5585,5587,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4835,4838,4841,4844,4847,4850,4856,4861,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78])). % 87.97/87.87 cnf(5589,plain, % 87.97/87.87 (E(x55891,f12(f14(f9(x55892,x55892,a1),x55893,a1),x55891,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(5590,plain, % 87.97/87.87 (P54(f12(f14(x55901,x55902,a1),f12(f14(f9(f9(f9(x55903,x55903,a1),f9(x55904,x55904,a1),a1),x55901,a1),x55902,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,1773,5505,5519,5585,5587,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152])). % 87.97/87.87 cnf(5591,plain, % 87.97/87.87 (E(f12(f14(x55911,x55912,a1),x55913,a1),f12(f14(x55914,x55912,a1),f12(f14(f9(x55911,x55914,a1),x55912,a1),x55913,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5592,plain, % 87.97/87.87 (P7(f6(f4(a1),a1),f5(f5(f4(a1))),f12(f14(f9(x55921,x55921,a1),x55922,a1),a1,a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,1773,5505,5519,5585,5587,5589,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97])). % 87.97/87.87 cnf(5593,plain, % 87.97/87.87 (E(x55931,f12(f14(f9(x55932,x55932,a1),x55933,a1),x55931,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(5594,plain, % 87.97/87.87 (P1(f12(f14(x55941,x55942,a1),f12(f14(f9(f9(f9(x55943,x55943,a1),f9(x55944,x55944,a1),a1),x55941,a1),x55942,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,1773,5505,5519,5585,5587,5589,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4867,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75])). % 87.97/87.87 cnf(5595,plain, % 87.97/87.87 (E(f12(f14(x55951,x55952,a1),x55953,a1),f12(f14(x55954,x55952,a1),f12(f14(f9(x55951,x55954,a1),x55952,a1),x55953,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5596,plain, % 87.97/87.87 (P20(f12(f14(x55961,x55962,a1),f12(f14(f9(f9(f9(x55963,x55963,a1),f9(x55964,x55964,a1),a1),x55961,a1),x55962,a1),f5(f5(a27)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,1773,5505,5519,5585,5587,5589,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129])). % 87.97/87.87 cnf(5597,plain, % 87.97/87.87 (E(f12(f14(x55971,x55972,a1),x55973,a1),f12(f14(x55974,x55972,a1),f12(f14(f9(x55971,x55974,a1),x55972,a1),x55973,a1),a1))), % 87.97/87.87 inference(rename_variables,[],[2000])). % 87.97/87.87 cnf(5598,plain, % 87.97/87.87 (P5(f12(f14(f9(x55981,x55981,a1),x55982,a1),f5(f5(x55983)),a1),x55983,f12(f14(f9(x55984,x55984,a1),x55985,a1),a1,a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,1773,5505,5519,5585,5587,5589,5593,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83])). % 87.97/87.87 cnf(5599,plain, % 87.97/87.87 (E(x55991,f12(f14(f9(x55992,x55992,a1),x55993,a1),x55991,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(5600,plain, % 87.97/87.87 (P5(x56001,f12(f14(f9(x56002,x56002,a1),x56003,a1),f5(f5(x56001)),a1),f12(f14(f9(x56004,x56004,a1),x56005,a1),f5(f5(f5(f5(a1)))),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,1773,5505,5519,5585,5587,5589,5593,5599,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84])). % 87.97/87.87 cnf(5601,plain, % 87.97/87.87 (E(x56011,f12(f14(f9(x56012,x56012,a1),x56013,a1),x56011,a1))), % 87.97/87.87 inference(rename_variables,[],[1773])). % 87.97/87.87 cnf(5602,plain, % 87.97/87.87 (P25(f12(f14(x56021,x56022,a1),f12(f14(f9(f9(f9(x56023,x56023,a1),f9(x56024,x56024,a1),a1),x56021,a1),x56022,a1),f5(f5(a1)),a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114])). % 87.97/87.87 cnf(5605,plain, % 87.97/87.87 (~E(f22(f12(f14(x56051,x56052,a1),x56053,a1)),f12(f14(f9(x56051,f9(x56054,x56054,a1),a1),x56052,a1),x56053,a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,1844,1351,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1935,3811,5281,1440,3149,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3])). % 87.97/87.87 cnf(5612,plain, % 87.97/87.87 (P5(f5(f5(x56121)),f6(x56121,a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,1844,1351,5312,1349,1508,1940,3639,2886,2877,262,2498,2583,2731,3193,2546,3261,3285,1690,1547,5257,5371,153,2523,1978,3062,3230,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1305,1935,3811,5281,2041,1440,3149,5199,3249,4247,4978,5094,5111,4949,4521,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,5205,1408,191,226,175,164,253,181,216,204,252,195,270,198,160,199,202,200,174,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800])). % 87.97/87.87 cnf(5616,plain, % 87.97/87.87 (~P6(f12(f5(f5(f3(a1))),x56161,a1),x56161,a1)), % 87.97/87.87 inference(rename_variables,[],[3664])). % 87.97/87.87 cnf(5621,plain, % 87.97/87.87 (~P6(f12(f6(x56211,a1),f4(a1),a1),x56211,a1)), % 87.97/87.87 inference(rename_variables,[],[333])). % 87.97/87.87 cnf(5624,plain, % 87.97/87.87 (~P5(f14(f12(f19(f22(x56241),a27),f12(f12(f8(x56242,f31(x56243,x56244),a1),x56245,a1),f6(x56245,a1),a1),a1),f31(x56243,x56244),a1),x56242,a1)), % 87.97/87.87 inference(rename_variables,[],[5074])). % 87.97/87.87 cnf(5635,plain, % 87.97/87.87 (~P5(f12(f19(f22(x56351),a27),f12(f12(f8(f14(x56352,f31(x56353,x56354),a1),f31(x56353,x56354),a1),x56355,a1),f6(x56355,a1),a1),a1),x56352,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,1844,1351,5312,1467,1349,310,318,1508,1940,3639,2886,2877,262,2498,2583,2731,333,3193,2546,3261,3285,3675,1690,1547,5257,5371,153,2523,1978,3664,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1305,1935,3811,5281,2041,1440,3149,5199,3249,4247,4986,4978,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,4140,5205,1408,191,162,185,226,175,164,253,181,216,204,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088])). % 87.97/87.87 cnf(5636,plain, % 87.97/87.87 (~P5(f14(f12(f19(f22(x56361),a27),f12(f12(f8(x56362,f31(x56363,x56364),a1),x56365,a1),f6(x56365,a1),a1),a1),f31(x56363,x56364),a1),x56362,a1)), % 87.97/87.87 inference(rename_variables,[],[5074])). % 87.97/87.87 cnf(5643,plain, % 87.97/87.87 (P5(f5(f5(x56431)),x56431,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5645,plain, % 87.97/87.87 (~P6(f14(f12(f14(f9(x56451,x56451,a1),x56452,a1),f8(x56453,f31(x56454,x56455),a1),a1),f31(x56454,x56455),a1),x56453,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,1844,1351,5312,1467,1349,310,318,1508,307,1940,3639,2886,2877,262,2498,2583,2731,333,3193,2546,3261,3285,2255,3675,1690,1547,5257,5371,153,2523,1978,3664,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1305,3855,1935,3811,5281,2041,1440,3149,5199,3249,4247,4986,4978,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,4140,5205,1408,191,162,185,226,175,164,253,181,216,204,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081])). % 87.97/87.87 cnf(5648,plain, % 87.97/87.87 (P5(f10(f12(f4(a1),f6(x56481,a1),a1),a1),f10(f5(f5(f12(f4(a1),f6(x56481,a1),a1))),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,1844,1351,5312,5643,1467,1349,310,318,1508,2800,307,1940,3639,2886,2877,262,2498,2583,2731,333,3193,2546,3261,3285,2255,3675,1690,1547,5257,5371,153,2523,1978,3664,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1305,3855,1935,3811,5281,2041,1440,3149,5199,3249,4247,4986,4978,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,4140,5205,1408,191,162,185,226,175,164,253,181,216,204,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844])). % 87.97/87.87 cnf(5649,plain, % 87.97/87.87 (P5(f5(f5(x56491)),x56491,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5657,plain, % 87.97/87.87 (~P5(f12(f6(f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),x56571,a1),x56571,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1844,1351,5312,5643,1467,1349,310,318,1508,2800,307,1940,3639,2886,2877,262,2498,2583,2731,333,3193,1371,2546,3261,3285,2255,3675,1690,1547,5257,5371,153,2523,1978,3664,5616,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1305,3855,1935,3811,5281,2041,1440,3149,5199,3249,4247,4986,4978,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,4140,5205,1408,191,162,185,226,175,164,253,181,216,204,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062])). % 87.97/87.87 cnf(5660,plain, % 87.97/87.87 (P6(f12(f14(f9(x56601,x56601,a1),x56602,a1),f5(f5(f3(a1))),a1),f5(f5(f31(x56603,x56604))),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1844,1351,5312,5643,1467,1349,310,318,1508,2800,307,1940,3639,2886,2877,262,2498,2583,2731,333,3193,1371,2546,3261,3285,2255,3675,1690,1547,5257,5371,153,2523,1978,3664,5616,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1914,5278,3112,1305,3855,1935,3811,5281,2041,1440,3149,5199,3249,4247,4986,4978,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,4365,5203,5296,4594,4531,4469,4140,5205,1408,191,162,185,226,175,164,253,181,216,204,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796])). % 87.97/87.87 cnf(5661,plain, % 87.97/87.87 (P5(x56611,f5(f5(x56611)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5680,plain, % 87.97/87.87 (~P6(f8(f11(f3(a1),a1),x56801,a1),f3(a1),a1)), % 87.97/87.87 inference(rename_variables,[],[2275])). % 87.97/87.87 cnf(5683,plain, % 87.97/87.87 (~P6(f14(f8(f11(f11(x56831,a1),a1),f31(x56832,x56833),a1),f31(x56832,x56833),a1),x56831,a1)), % 87.97/87.87 inference(rename_variables,[],[3828])). % 87.97/87.87 cnf(5688,plain, % 87.97/87.87 (~E(f12(x56881,f6(f4(a1),a1),a1),x56881)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1844,1351,5312,5643,1467,1349,310,318,1508,2800,307,1940,3639,2886,2877,262,1523,2498,2583,2731,333,3193,1371,2546,3261,3285,2255,3675,1690,1547,5257,5371,301,153,2523,1978,2275,3664,5616,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1958,1914,5278,3112,1305,3855,3828,4198,1935,3811,5281,2041,3670,1440,3149,5199,3249,4247,4986,4978,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,4365,3545,5203,5296,4594,4531,4469,4140,5205,1408,191,162,166,185,226,235,175,241,164,253,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547])). % 87.97/87.87 cnf(5701,plain, % 87.97/87.87 (~P6(f12(f6(x57011,a1),f4(a1),a1),x57011,a1)), % 87.97/87.87 inference(rename_variables,[],[333])). % 87.97/87.87 cnf(5709,plain, % 87.97/87.87 (~P6(f14(f14(f8(f8(x57091,f19(f22(x57092),a27),a1),f31(x57093,x57094),a1),f31(x57093,x57094),a1),f19(f22(x57092),a27),a1),x57091,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1844,1351,5312,5643,1467,1349,310,318,1508,2800,307,1940,3639,2886,2877,262,1523,2498,2583,2731,333,5621,3193,1371,2546,3261,3285,2255,1615,3675,1527,1690,1547,5257,5371,301,153,2523,1978,2275,3664,5616,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1958,1914,5278,3112,1305,3855,3828,4198,1935,3811,5281,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4140,5205,1408,191,162,166,185,300,226,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109])). % 87.97/87.87 cnf(5710,plain, % 87.97/87.87 (~P6(f14(f8(x57101,f31(x57102,x57103),a1),f31(x57102,x57103),a1),x57101,a1)), % 87.97/87.87 inference(rename_variables,[],[1527])). % 87.97/87.87 cnf(5714,plain, % 87.97/87.87 (P6(f5(f5(f3(a1))),f5(f5(f31(x57141,x57142))),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1844,1351,5312,5643,5649,1467,1349,310,318,1508,2800,307,1940,3467,3639,2886,2877,262,1523,2498,2583,2731,1704,333,5621,3193,1371,2546,3261,3285,2255,1615,3675,1527,1690,1547,5257,5371,301,153,2523,1978,2275,3664,5616,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1958,1914,5278,3112,1305,3855,3828,4198,1935,3811,5281,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4140,5205,1408,191,162,166,185,300,226,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795])). % 87.97/87.87 cnf(5715,plain, % 87.97/87.87 (P5(f5(f5(x57151)),x57151,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5720,plain, % 87.97/87.87 (P6(f34(a30,a28),f5(f5(f38(a30,a28))),f5(f5(a1)))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1988,1780,1844,1351,5312,5643,5649,1467,1349,310,318,1508,2800,307,1940,3467,3639,2886,2877,262,1523,2498,2583,2731,1704,333,5621,3193,1371,2546,3261,3285,2255,1615,3675,1527,1690,1547,5257,5371,301,153,2523,1978,2275,3664,5616,3062,3230,1712,4385,3548,2636,3119,3093,2890,2183,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,2447,4661,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4140,5205,1408,191,162,166,185,300,226,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799])). % 87.97/87.87 cnf(5728,plain, % 87.97/87.87 (P5(f5(f5(x57281)),x57281,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5734,plain, % 87.97/87.87 (~P6(f12(f3(a1),x57341,a1),x57341,a1)), % 87.97/87.87 inference(rename_variables,[],[1547])). % 87.97/87.87 cnf(5751,plain, % 87.97/87.87 (~P6(f12(f3(a1),f12(f19(f22(x57511),a27),x57512,a1),a1),x57512,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1988,1780,1844,1351,5312,5643,5649,5715,1467,1349,310,318,1508,2800,307,1940,3467,3639,2886,2877,262,1523,2498,2583,2731,1704,333,5621,3193,1371,2546,3261,3285,2255,1615,3675,1527,1690,1547,5257,5371,5377,5734,301,153,2523,1978,2275,3664,5616,3062,3230,1712,4385,3548,2636,3119,3093,2729,2890,2183,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,4140,5205,1408,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922])). % 87.97/87.87 cnf(5752,plain, % 87.97/87.87 (~P6(f12(f3(a1),x57521,a1),x57521,a1)), % 87.97/87.87 inference(rename_variables,[],[1547])). % 87.97/87.87 cnf(5760,plain, % 87.97/87.87 (~P5(f14(f12(f31(x57601,x57602),f8(f12(f14(f9(x57603,x57603,a1),x57604,a1),x57605,a1),f19(f22(x57606),a27),a1),a1),f19(f22(x57606),a27),a1),x57605,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1988,1780,1844,1351,5312,5643,5649,5715,1467,1349,1577,310,318,1508,2800,307,1357,1940,3467,3639,2886,2877,262,1523,2498,2583,2731,1704,333,5621,3193,1371,2546,3261,3285,2255,1615,3675,1527,1690,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,2636,3119,3093,2729,2890,2183,5358,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,4140,5205,1408,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103])). % 87.97/87.87 cnf(5761,plain, % 87.97/87.87 (~P5(f14(f12(f31(x57611,x57612),f8(x57613,f19(f22(x57614),a27),a1),a1),f19(f22(x57614),a27),a1),x57613,a1)), % 87.97/87.87 inference(rename_variables,[],[2183])). % 87.97/87.87 cnf(5764,plain, % 87.97/87.87 (~P6(f8(x57641,f3(a1),a1),f3(a1),a1)), % 87.97/87.87 inference(rename_variables,[],[1581])). % 87.97/87.87 cnf(5769,plain, % 87.97/87.87 (~P6(f8(x57691,f3(a1),a1),f3(a1),a1)), % 87.97/87.87 inference(rename_variables,[],[1581])). % 87.97/87.87 cnf(5775,plain, % 87.97/87.87 (P5(f5(f5(x57751)),x57751,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5786,plain, % 87.97/87.87 (~P6(f14(f9(x57861,x57861,a1),x57862,a1),f14(f9(x57863,x57863,a1),x57864,a1),a1)), % 87.97/87.87 inference(rename_variables,[],[2215])). % 87.97/87.87 cnf(5788,plain, % 87.97/87.87 (P7(f3(a1),f12(x57881,f11(f9(f9(x57881,f14(x57882,f12(x57883,f11(x57883,a1),a1),a1),a1),f14(x57884,f3(a1),a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,1577,310,318,2092,1508,2800,307,1357,1940,3467,3639,2886,2877,2215,262,1523,2498,2583,1581,5764,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1527,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2890,2183,5358,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,5068,4140,5205,1408,168,171,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235])). % 87.97/87.87 cnf(5792,plain, % 87.97/87.87 (~P6(f8(x57921,f3(a1),a1),f3(a1),a1)), % 87.97/87.87 inference(rename_variables,[],[1581])). % 87.97/87.87 cnf(5796,plain, % 87.97/87.87 (~P5(f14(f12(f19(f22(x57961),a27),f12(f8(x57962,f31(x57963,x57964),a1),f5(f5(f3(a1))),a1),a1),f31(x57963,x57964),a1),x57962,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,1577,310,318,2092,1508,2800,307,1357,1940,3467,3639,2886,2877,2215,262,1523,2498,2583,1581,5764,5769,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1527,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2890,2183,5358,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093])). % 87.97/87.87 cnf(5805,plain, % 87.97/87.87 (~P6(f8(x58051,f3(a1),a1),f3(a1),a1)), % 87.97/87.87 inference(rename_variables,[],[1581])). % 87.97/87.87 cnf(5807,plain, % 87.97/87.87 (~P5(f14(f12(f31(x58071,x58072),f8(f12(x58073,f5(f5(f3(a1))),a1),f19(f22(x58074),a27),a1),a1),f19(f22(x58074),a27),a1),x58073,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,5661,1577,310,318,2092,1508,2800,307,1357,1940,3467,3639,2886,2877,2215,262,1523,2498,2583,1581,5764,5769,5792,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1527,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2890,2183,5358,5761,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932])). % 87.97/87.87 cnf(5808,plain, % 87.97/87.87 (~P5(f14(f12(f31(x58081,x58082),f8(x58083,f19(f22(x58084),a27),a1),a1),f19(f22(x58084),a27),a1),x58083,a1)), % 87.97/87.87 inference(rename_variables,[],[2183])). % 87.97/87.87 cnf(5809,plain, % 87.97/87.87 (P5(x58091,f5(f5(x58091)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5818,plain, % 87.97/87.87 (P5(f3(a1),f8(f11(f6(f4(a1),a1),a1),f11(f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,5661,1577,310,318,2092,1508,2800,307,1357,1940,3467,3639,2886,2877,2215,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1527,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2890,2183,5358,5761,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017])). % 87.97/87.87 cnf(5823,plain, % 87.97/87.87 (~P5(f8(f10(f31(x58231,x58232),a1),f10(f31(x58231,x58232),a1),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,5661,1577,310,318,2092,1508,2800,307,1357,1940,3467,3639,2886,2877,2215,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1527,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2890,2183,5358,5761,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005])). % 87.97/87.87 cnf(5826,plain, % 87.97/87.87 (~P6(f8(x58261,f11(f3(a1),a1),a1),f3(a1),a1)), % 87.97/87.87 inference(rename_variables,[],[2248])). % 87.97/87.87 cnf(5828,plain, % 87.97/87.87 (~P6(f12(f31(x58281,x58282),f12(f5(f5(f3(a1))),x58283,a1),a1),x58283,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,5661,5809,1577,310,318,2092,1508,2800,307,1357,1940,3467,3639,2886,2877,2215,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2248,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1503,1527,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2890,2183,5358,5761,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005,1008,929])). % 87.97/87.87 cnf(5830,plain, % 87.97/87.87 (P5(x58301,f5(f5(x58301)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5832,plain, % 87.97/87.87 (~P5(f14(f12(f31(x58321,x58322),f8(f12(f5(f5(f3(a1))),x58323,a1),f19(f22(x58324),a27),a1),a1),f19(f22(x58324),a27),a1),x58323,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,5661,5809,5830,1577,310,318,2092,1508,2800,307,1357,1940,3467,3639,2886,2877,2215,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2248,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1503,1527,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2890,2183,5358,5761,5808,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005,1008,929,931])). % 87.97/87.87 cnf(5833,plain, % 87.97/87.87 (~P5(f14(f12(f31(x58331,x58332),f8(x58333,f19(f22(x58334),a27),a1),a1),f19(f22(x58334),a27),a1),x58333,a1)), % 87.97/87.87 inference(rename_variables,[],[2183])). % 87.97/87.87 cnf(5834,plain, % 87.97/87.87 (P5(x58341,f5(f5(x58341)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5836,plain, % 87.97/87.87 (~P5(f14(f8(f12(f19(f22(x58361),a27),x58362,a1),f31(x58363,x58364),a1),f31(x58363,x58364),a1),x58362,a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,5661,5809,5830,1577,310,318,2092,1508,2800,307,1357,1940,3467,3639,2886,2877,2215,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2248,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1503,1527,5710,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2890,2183,5358,5761,5808,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005,1008,929,931,930])). % 87.97/87.87 cnf(5840,plain, % 87.97/87.87 (~P6(f14(f9(x58401,x58401,a1),x58402,a1),f14(f9(x58403,x58403,a1),x58404,a1),a1)), % 87.97/87.87 inference(rename_variables,[],[2215])). % 87.97/87.87 cnf(5849,plain, % 87.97/87.87 (~P5(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f14(f3(a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,5661,5809,5830,1577,310,318,2092,1508,2800,307,2965,1357,1418,1940,3467,3639,2886,2877,2215,5786,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2248,2731,1704,333,5621,3193,1371,2003,2546,3261,3285,2255,1615,3675,1503,1527,5710,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,2979,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2424,2890,2183,5358,5761,5808,5833,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,5192,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005,1008,929,931,930,1118,1006,1116,1172,1167])). % 87.97/87.87 cnf(5853,plain, % 87.97/87.87 (~P5(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f8(f3(a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,1467,1349,5661,5809,5830,1577,310,318,2092,1508,2800,307,2965,1357,1418,1940,3467,3639,2886,2877,2215,5786,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2248,2731,1704,333,5621,3193,1371,2003,2546,3261,2817,3285,2255,1615,3675,1503,1527,5710,1690,1571,1547,5257,5371,5377,5734,301,153,2523,3678,1978,2275,2979,3664,5616,3062,3230,1712,4385,3548,4168,2636,3119,3093,2729,2424,2890,2183,5358,5761,5808,5833,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,5192,4469,2779,4190,5068,4140,5205,3652,1408,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005,1008,929,931,930,1118,1006,1116,1172,1167,1173,1169])). % 87.97/87.87 cnf(5856,plain, % 87.97/87.87 (~P6(f14(f9(x58561,x58561,a1),x58562,a1),f14(f9(x58563,x58563,a1),x58564,a1),a1)), % 87.97/87.87 inference(rename_variables,[],[2215])). % 87.97/87.87 cnf(5862,plain, % 87.97/87.87 (~P6(f3(a1),f8(x58621,f11(f3(a1),a1),a1),a1)), % 87.97/87.87 inference(rename_variables,[],[2255])). % 87.97/87.87 cnf(5871,plain, % 87.97/87.87 (P5(x58711,f5(f5(x58711)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5884,plain, % 87.97/87.87 (P5(x58841,f5(f5(x58841)),a1)), % 87.97/87.87 inference(rename_variables,[],[1349])). % 87.97/87.87 cnf(5894,plain, % 87.97/87.87 (~P6(x58941,x58941,f5(f5(f12(f14(f9(x58942,x58942,a1),x58943,a1),f5(f5(a1)),a1))))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,5775,1467,1349,5661,5809,5830,5834,5871,5884,1577,310,318,2092,1508,2800,307,2965,1357,1414,1418,1940,3467,3639,2886,2877,2215,5786,5840,5856,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2248,5826,2731,1704,333,5621,5701,1382,3193,1371,2003,2546,1385,3261,2817,3285,2255,5862,1615,330,1388,3675,1503,1527,5710,1690,1571,1547,5257,5371,5377,5734,5752,301,153,2523,3678,1978,2275,5680,2979,3664,5616,3062,3230,1551,1712,4385,3548,4168,2636,3119,3093,2729,2424,2890,2183,5358,5761,5808,5833,1761,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,1697,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,5192,4469,2779,4190,5068,4140,5205,3652,1408,1648,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,214,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005,1008,929,931,930,1118,1006,1116,1172,1167,1173,1169,1171,1166,1068,1000,1067,1175,1002,1066,1069,1190,1189,1001,524])). % 87.97/87.87 cnf(5896,plain, % 87.97/87.87 (E(f5(f5(f3(a1))),f11(f14(f9(x58961,x58961,a1),x58962,a1),a1))), % 87.97/87.87 inference(scs_inference,[],[2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,5775,1467,1349,5661,5809,5830,5834,5871,5884,1577,310,318,2092,1508,2800,307,2965,1357,1414,1418,1940,3467,3639,2886,2877,2215,5786,5840,5856,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2248,5826,2731,1704,333,5621,5701,1382,3193,1371,2003,2546,1385,3261,2817,3285,2255,5862,1615,330,1388,3675,1503,1527,5710,1690,1571,1547,5257,5371,5377,5734,5752,301,153,2523,3678,1978,2275,5680,2979,3664,5616,3062,3230,1551,1712,4385,3548,4168,2636,3119,3093,2729,2424,2890,2183,5358,5761,5808,5833,1761,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,1697,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,5192,4469,2779,4190,5068,4140,5205,3652,1408,1648,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,214,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005,1008,929,931,930,1118,1006,1116,1172,1167,1173,1169,1171,1166,1068,1000,1067,1175,1002,1066,1069,1190,1189,1001,524,536])). % 87.97/87.87 cnf(5913,plain, % 87.97/87.87 (~P6(x59131,x59132,f5(f5(f12(f14(f9(x59133,x59133,a1),x59134,a1),f5(f5(a1)),a1))))+~P5(x59132,x59131,f5(f5(f12(f14(f9(x59133,x59133,a1),x59134,a1),f5(f5(a1)),a1))))), % 87.97/87.87 inference(scs_inference,[],[1447,2000,5429,5453,5457,5459,5461,5465,5469,5471,5473,5475,5477,5479,5481,5483,5485,5487,5489,5491,5493,5495,5497,5499,5501,5503,5507,5509,5511,5513,5515,5517,5521,5523,5525,5527,5529,5533,5535,5537,5539,5541,5543,5545,5547,5549,5551,5553,5555,5557,5559,5563,5565,5567,5569,5571,5573,5575,5577,5579,5581,5583,5591,5595,5597,1773,5505,5519,5585,5587,5589,5593,5599,5601,3348,5531,3765,4877,4597,4887,2035,1852,1325,1967,2884,2049,1963,3217,3381,3135,3984,4938,4780,4732,4827,3891,4607,3739,4632,4642,4645,4651,4658,4668,4673,4678,4684,4691,4694,4697,4700,4703,4706,4709,4712,4715,4720,4723,4726,4729,4734,4737,4740,4743,4746,4749,4754,4757,4762,4765,4768,4771,4774,4777,4782,4785,4788,4791,4794,4797,4800,4803,4806,4809,4812,4815,4818,4821,4824,4829,4832,4835,4838,4841,4844,4847,4850,4856,4861,4864,4867,4872,4585,4853,4752,1353,1988,1780,1844,1351,5312,5643,5649,5715,5728,5775,1467,1349,5661,5809,5830,5834,5871,5884,1577,310,318,2092,1508,2800,307,2965,1357,1414,1418,1940,3467,3639,2886,2877,2215,5786,5840,5856,262,1523,2498,2583,1589,1581,5764,5769,5792,5805,2248,5826,2731,1704,333,5621,5701,1382,3193,1371,2003,2546,1385,3261,2817,3285,2255,5862,1615,330,1388,3675,1503,1527,5710,1690,1571,1547,5257,5371,5377,5734,5752,301,153,2523,3678,1978,2275,5680,2979,3664,5616,3062,3230,1551,1712,4385,3548,4168,2636,3119,3093,2729,2424,2890,2183,5358,5761,5808,5833,1761,1596,1958,1914,5278,3112,1305,3855,3828,5683,4198,1935,3811,5281,5317,2041,3670,1440,1697,3149,5199,3249,4247,4986,4978,5057,5094,5111,4949,4521,5074,5624,5636,2447,4661,4536,4542,5118,5320,5163,5366,4365,3545,5203,5296,4594,4531,5192,4469,2779,4190,5068,4140,5205,3652,1408,1648,168,171,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,214,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,339,871,921,638,637,545,535,635,591,640,636,474,723,641,829,334,335,832,658,639,634,831,2,14,707,1240,1242,817,938,1237,674,779,675,833,735,734,607,937,420,1238,562,738,936,716,563,939,411,416,903,740,1094,742,702,655,720,1236,854,768,772,542,718,571,549,534,770,904,773,419,719,1224,940,901,816,605,902,594,935,741,1097,110,737,1243,905,418,717,706,775,923,476,417,739,88,606,137,147,122,776,100,1223,106,125,142,92,146,119,101,145,93,124,117,128,113,134,94,91,143,126,85,133,98,127,140,130,148,96,144,90,132,139,150,123,118,107,105,131,115,82,108,112,111,99,76,86,89,102,77,136,135,103,109,81,141,87,120,104,121,116,79,80,78,152,97,75,129,83,84,114,95,3,757,550,800,1060,759,868,979,1153,697,951,1150,1088,761,1138,798,1081,844,802,1029,999,1062,796,1155,1112,429,764,1100,1063,554,1111,1082,1083,547,760,964,1152,1139,797,952,684,1109,1136,795,970,799,801,965,974,758,1137,552,1156,967,992,1028,762,922,1110,994,993,1103,1144,763,1143,794,1061,1099,1154,765,756,1114,1235,1014,1010,1093,1019,1120,1015,932,1011,1009,1018,1017,1004,1005,1008,929,931,930,1118,1006,1116,1172,1167,1173,1169,1171,1166,1068,1000,1067,1175,1002,1066,1069,1190,1189,1001,524,536,523,1095,151,703,712,1241,972,668,671])). % 87.97/87.87 cnf(5919,plain, % 87.97/87.87 (P5(f11(f14(f9(x59191,x59191,a1),x59192,a1),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[5425,873])). % 87.97/87.87 cnf(5920,plain, % 87.97/87.87 (P5(x59201,f12(f14(f9(x59202,x59202,a1),x59203,a1),x59201,a1),a1)), % 87.97/87.87 inference(rename_variables,[],[5425])). % 87.97/87.87 cnf(5930,plain, % 87.97/87.87 (~P5(f12(f12(f12(f12(f31(x59301,x59302),x59303,a1),x59304,a1),f5(f5(f3(a1))),a1),f6(x59304,a1),a1),x59303,a1)), % 87.97/87.87 inference(scs_inference,[],[2273,3467,1480,3768,5425,5303,873,637,535,545,638,921])). % 87.97/87.87 cnf(5934,plain, % 87.97/87.87 (~P6(f12(f6(f12(f5(f5(f3(a1))),x59341,a1),a1),f4(a1),a1),x59341,a1)), % 87.97/87.87 inference(rename_variables,[],[4344])). % 87.97/87.87 cnf(5955,plain, % 87.97/87.87 (~P5(x59551,f11(f8(f14(f12(f19(f22(x59552),a27),f12(f3(a1),f6(x59551,a1),a1),a1),f31(x59553,x59554),a1),f31(x59553,x59554),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[3278,4518,2273,1510,3467,2044,2583,1512,1480,4344,3922,3887,3768,4490,3267,5425,5303,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832])). % 87.97/87.87 cnf(5956,plain, % 87.97/87.87 (~P5(f12(f8(f14(f12(f19(f22(x59561),a27),f12(x59562,f6(x59563,a1),a1),a1),f31(x59564,x59565),a1),f31(x59564,x59565),a1),x59563,a1),x59562,a1)), % 87.97/87.87 inference(rename_variables,[],[3267])). % 87.97/87.87 cnf(5960,plain, % 87.97/87.87 (P5(x59601,f5(f5(f12(f14(f9(x59602,x59602,a1),x59603,a1),f6(f6(x59601,a1),a1),a1))),a1)), % 87.97/87.87 inference(scs_inference,[],[3278,4518,2273,1510,3467,2044,2583,1512,1480,4344,3922,3887,3768,4490,3267,4503,5425,5303,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658])). % 87.97/87.87 cnf(5982,plain, % 87.97/87.87 (P5(f5(f5(x59821)),x59821,a1)), % 87.97/87.87 inference(rename_variables,[],[1351])). % 87.97/87.87 cnf(5986,plain, % 87.97/87.87 (~P5(f12(f14(x59861,x59862,a1),f31(x59863,x59864),a1),f12(f14(x59861,x59862,a1),f5(f5(f3(a1))),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[5896,3278,4518,5403,1351,2273,1510,3467,2044,2583,1512,3882,1480,4344,3922,3887,3695,4279,5227,3768,4490,3267,4503,5425,5303,5660,5314,5319,5298,195,160,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237])). % 87.97/87.87 cnf(5990,plain, % 87.97/87.87 (~P5(f14(f12(f31(x59901,x59902),f8(f12(f12(x59903,x59904,a1),f6(x59904,a1),a1),f19(f22(x59905),a27),a1),a1),f19(f22(x59905),a27),a1),x59903,a1)), % 87.97/87.87 inference(scs_inference,[],[5896,3278,4518,5403,1351,2273,1510,3467,2044,2583,1512,3882,1480,4344,3922,3887,3695,4279,5227,3768,4490,3267,4503,5425,5357,5303,5660,5314,5319,5298,204,195,160,199,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938])). % 87.97/87.87 cnf(5993,plain, % 87.97/87.87 (~P5(f12(f31(x59931,x59932),f12(f3(a1),f6(f11(x59933,a1),a1),a1),a1),x59933,a1)), % 87.97/87.87 inference(scs_inference,[],[5896,3278,4518,5403,1351,2273,1510,3467,2044,2583,1512,3882,1480,4344,3922,3887,3695,4279,5227,3768,4490,3267,4503,5425,5357,5303,5660,5314,5277,5319,5298,204,195,160,199,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735])). % 87.97/87.87 cnf(5994,plain, % 87.97/87.87 (~P5(x59941,f11(f12(f31(x59942,x59943),f12(f3(a1),f6(x59941,a1),a1),a1),a1),a1)), % 87.97/87.87 inference(rename_variables,[],[5277])). % 87.97/87.87 cnf(5998,plain, % 87.97/87.87 (~P5(f12(f12(f31(x59981,x59982),f12(f3(a1),f12(f12(x59983,x59984,a1),f6(x59984,a1),a1),a1),a1),f3(a1),a1),x59983,a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,4518,5403,1351,2273,1510,3467,2044,2583,1512,3882,1480,4344,3922,3887,3695,4279,5227,3768,4490,3267,4503,5425,5357,5303,4566,5660,5314,5277,5319,5298,204,195,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937])). % 87.97/87.87 cnf(6005,plain, % 87.97/87.87 (E(f12(f14(x60051,x60052,a1),f12(f14(x60053,x60052,a1),x60054,a1),a1),f12(f14(x60055,x60052,a1),f12(f14(f9(x60053,f9(x60055,x60051,a1),a1),x60052,a1),x60054,a1),a1))), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,4518,5403,5351,1351,2273,1510,3467,2044,2583,1512,3882,1480,4344,3922,3887,3695,4279,5227,3768,4490,3267,4503,5425,5357,5303,4566,5660,5314,5277,5319,5298,3280,3966,216,204,195,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655])). % 87.97/87.87 cnf(6011,plain, % 87.97/87.87 (~P6(x60111,f11(f12(f19(f22(x60112),a27),f11(x60111,a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,4518,5403,5351,1351,2273,1510,3467,2044,2583,1512,3882,1480,4344,3922,2223,3887,3695,4279,5227,5044,3768,4490,3267,4503,5425,5357,5303,4566,5660,5314,5277,5319,5298,3280,3966,216,204,195,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734])). % 87.97/87.87 cnf(6038,plain, % 87.97/87.87 (~P6(f12(f6(f12(f5(f5(f3(a1))),x60381,a1),a1),f4(a1),a1),x60381,a1)), % 87.97/87.87 inference(rename_variables,[],[4344])). % 87.97/87.87 cnf(6044,plain, % 87.97/87.87 (~P5(f12(f8(f12(f31(x60441,x60442),f14(f12(x60443,f6(x60444,a1),a1),f19(f22(x60445),a27),a1),a1),f19(f22(x60445),a27),a1),x60444,a1),x60443,a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5403,5351,1351,2273,1510,3467,2044,2583,1512,1391,3882,1480,4344,5934,3259,3922,2223,3887,3695,3498,4279,5227,5044,3768,2266,4490,3267,5956,4281,4503,5828,5425,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094])). % 87.97/87.87 cnf(6045,plain, % 87.97/87.87 (~P5(f8(f12(f31(x60451,x60452),f14(x60453,f19(f22(x60454),a27),a1),a1),f19(f22(x60454),a27),a1),x60453,a1)), % 87.97/87.87 inference(rename_variables,[],[2266])). % 87.97/87.87 cnf(6047,plain, % 87.97/87.87 (P5(x60471,f6(f6(f6(x60471,f5(f5(a1))),f5(f5(a1))),f5(f5(a1))),f5(f5(a1)))), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5403,5351,1844,1351,2273,1510,3467,2044,2583,1512,1391,3882,1480,4344,5934,3259,3922,2223,3887,3695,3498,4279,5227,5044,3768,2266,4490,3267,5956,4281,5362,4503,5828,5425,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702])). % 87.97/87.87 cnf(6050,plain, % 87.97/87.87 (~E(f11(f6(f12(f18(f20(a30,a35,a2),a2),a32,a1),a1),a1),f3(a1))), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5403,5351,1844,1351,2273,1510,3467,2044,2583,1512,1391,3882,1480,4344,5934,3259,3922,2223,3887,3695,3498,4279,5227,5044,3768,2266,4490,3267,5956,4281,5362,4503,5828,5425,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416])). % 87.97/87.87 cnf(6052,plain, % 87.97/87.87 (~P5(f11(f14(f6(f4(a1),a1),f11(f6(f4(a1),a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5403,5351,1844,1351,2273,1510,3467,2044,2583,1512,1391,3882,1480,4344,5934,3259,3922,2223,3887,3695,3498,4279,5227,5044,3768,2266,4490,3267,5956,4281,5362,4503,5828,5425,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742])). % 87.97/87.87 cnf(6054,plain, % 87.97/87.87 (~P6(f3(a1),f12(f10(f3(a1),a1),f10(f3(a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5403,5351,1844,1351,2273,1510,3467,2044,2583,1512,1391,3882,1480,4344,5934,3259,3922,2223,3887,3695,3498,4279,5227,5044,3768,2266,4490,3267,5956,4281,5362,4503,5828,5425,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904])). % 87.97/87.87 cnf(6056,plain, % 87.97/87.87 (P5(x60561,x60561,f5(f5(f12(f14(f9(x60562,x60562,a1),x60563,a1),f5(f5(a1)),a1))))), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5560,5403,5351,1844,1351,2273,1510,3467,2044,2583,1512,1391,3882,1480,4344,5934,3259,3922,2223,3887,3695,3498,4279,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571])). % 87.97/87.87 cnf(6065,plain, % 87.97/87.87 (P5(f12(f14(x60651,x60652,a1),x60653,a1),f12(f14(x60654,x60652,a1),f12(f14(f9(x60655,x60655,a1),x60656,a1),f12(f14(f9(x60651,x60654,a1),x60652,a1),x60653,a1),a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5560,5403,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,1391,3882,1480,4344,5934,3259,153,3922,2223,3887,3695,3498,4279,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243])). % 87.97/87.87 cnf(6072,plain, % 87.97/87.87 (~E(f12(f14(x60721,x60722,a1),f6(f4(a1),a1),a1),f12(f14(x60723,x60722,a1),f14(f9(x60721,x60723,a1),x60722,a1),a1))), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5560,5688,5403,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,1391,3882,1480,4344,5934,3259,153,3922,2223,3887,3695,3498,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224])). % 87.97/87.87 cnf(6075,plain, % 87.97/87.87 (~P5(f14(f6(f4(a1),a1),f6(f4(a1),a1),a1),f11(f3(a1),a1),a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5560,5688,5403,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,1391,3882,1480,4344,5934,3259,153,3922,2223,3887,3695,3498,2491,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5660,5314,5277,5319,5298,3280,3966,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770])). % 87.97/87.87 cnf(6085,plain, % 87.97/87.87 (P5(f12(f14(f9(f9(x60851,x60851,a1),f9(x60852,x60852,a1),a1),x60853,a1),x60854,a1),x60854,a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5560,5688,5403,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,3193,1391,3882,1480,4344,5934,3259,153,3922,2223,3887,3695,3498,2491,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5660,5314,5277,5319,4681,5298,3280,3966,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097])). % 87.97/87.87 cnf(6099,plain, % 87.97/87.87 (~P5(f13(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5560,5688,5403,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,3498,2491,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5660,5314,4918,5277,5319,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594])). % 87.97/87.87 cnf(6103,plain, % 87.97/87.87 (~P5(f11(f11(f12(f31(x61031,x61032),f12(f3(a1),f6(f11(x61033,a1),a1),a1),a1),a1),a1),x61033,a1)), % 87.97/87.87 inference(scs_inference,[],[5896,2049,3278,3217,4626,4518,5560,5688,5403,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,3498,2491,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5660,5314,4918,5277,5994,5319,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775])). % 87.97/87.87 cnf(6106,plain, % 87.97/87.87 (P52(f12(f14(f9(f9(f9(x61061,x61061,a1),f9(x61062,x61062,a1),a1),f9(x61063,x61063,a1),a1),x61064,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,5896,2049,3278,3217,4626,4518,5560,5688,5403,5428,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,3498,2491,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5660,5314,4918,5277,5994,5319,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110])). % 87.97/87.87 cnf(6107,plain, % 87.97/87.87 (E(f12(f14(f9(x61071,x61071,a1),x61072,a1),x61073,a1),x61073)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6109,plain, % 87.97/87.87 (~E(f10(f12(f31(x61091,x61092),f3(a1),a1),a1),f3(a1))), % 87.97/87.87 inference(scs_inference,[],[1453,5896,1967,2049,3278,3217,4626,4518,5560,5688,5403,5428,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,3498,2491,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5660,5314,4918,5277,5994,5319,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417])). % 87.97/87.87 cnf(6123,plain, % 87.97/87.87 (P62(f12(f14(f9(f9(f9(x61231,x61231,a1),f9(x61232,x61232,a1),a1),f9(x61233,x61233,a1),a1),x61234,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,5896,1967,2049,3278,3217,4626,4518,5560,5688,5403,5428,5452,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88])). % 87.97/87.87 cnf(6124,plain, % 87.97/87.87 (E(f12(f14(f9(x61241,x61241,a1),x61242,a1),x61243,a1),x61243)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6129,plain, % 87.97/87.87 (P61(f12(f14(f9(f9(f9(x61291,x61291,a1),f9(x61292,x61292,a1),a1),f9(x61293,x61293,a1),a1),x61294,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5464,5351,1844,1351,2273,1510,3467,2044,4311,2583,1512,1704,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100])). % 87.97/87.87 cnf(6130,plain, % 87.97/87.87 (E(f12(f14(f9(x61301,x61301,a1),x61302,a1),x61303,a1),x61303)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6134,plain, % 87.97/87.87 (P68(f12(f14(f9(f9(f9(x61341,x61341,a1),f9(x61342,x61342,a1),a1),f9(x61343,x61343,a1),a1),x61344,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5464,5472,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142])). % 87.97/87.87 cnf(6135,plain, % 87.97/87.87 (E(f12(f14(f9(x61351,x61351,a1),x61352,a1),x61353,a1),x61353)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6137,plain, % 87.97/87.87 (P3(f12(f14(f9(f9(f9(x61371,x61371,a1),f9(x61372,x61372,a1),a1),f9(x61373,x61373,a1),a1),x61374,a1),f5(f5(a2)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5464,5472,5474,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92])). % 87.97/87.87 cnf(6138,plain, % 87.97/87.87 (E(f12(f14(f9(x61381,x61381,a1),x61382,a1),x61383,a1),x61383)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6140,plain, % 87.97/87.87 (P48(f12(f14(f9(f9(f9(x61401,x61401,a1),f9(x61402,x61402,a1),a1),f9(x61403,x61403,a1),a1),x61404,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5460,5464,5472,5474,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122])). % 87.97/87.87 cnf(6141,plain, % 87.97/87.87 (E(f12(f14(f9(x61411,x61411,a1),x61412,a1),x61413,a1),x61413)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6143,plain, % 87.97/87.87 (P72(f12(f14(f9(f9(f9(x61431,x61431,a1),f9(x61432,x61432,a1),a1),f9(x61433,x61433,a1),a1),x61434,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5458,5460,5464,5472,5474,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147])). % 87.97/87.87 cnf(6144,plain, % 87.97/87.87 (E(f12(f14(f9(x61441,x61441,a1),x61442,a1),x61443,a1),x61443)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6146,plain, % 87.97/87.87 (P4(f12(f14(f9(f9(f9(x61461,x61461,a1),f9(x61462,x61462,a1),a1),f9(x61463,x61463,a1),a1),x61464,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5458,5460,5464,5472,5474,5480,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101])). % 87.97/87.87 cnf(6147,plain, % 87.97/87.87 (E(f12(f14(f9(x61471,x61471,a1),x61472,a1),x61473,a1),x61473)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6149,plain, % 87.97/87.87 (P56(f12(f14(f9(f9(f9(x61491,x61491,a1),f9(x61492,x61492,a1),a1),f9(x61493,x61493,a1),a1),x61494,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5458,5460,5464,5472,5474,5480,5482,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145])). % 87.97/87.87 cnf(6150,plain, % 87.97/87.87 (E(f12(f14(f9(x61501,x61501,a1),x61502,a1),x61503,a1),x61503)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6152,plain, % 87.97/87.87 (P26(f12(f14(f9(f9(f9(x61521,x61521,a1),f9(x61522,x61522,a1),a1),f9(x61523,x61523,a1),a1),x61524,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5458,5460,5464,5472,5474,5478,5480,5482,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119])). % 87.97/87.87 cnf(6153,plain, % 87.97/87.87 (E(f12(f14(f9(x61531,x61531,a1),x61532,a1),x61533,a1),x61533)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6155,plain, % 87.97/87.87 (P28(f12(f14(f9(f9(f9(x61551,x61551,a1),f9(x61552,x61552,a1),a1),f9(x61553,x61553,a1),a1),x61554,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5458,5460,5464,5470,5472,5474,5478,5480,5482,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125])). % 87.97/87.87 cnf(6156,plain, % 87.97/87.87 (E(f12(f14(f9(x61561,x61561,a1),x61562,a1),x61563,a1),x61563)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6158,plain, % 87.97/87.87 (P50(f12(f14(f9(f9(f9(x61581,x61581,a1),f9(x61582,x61582,a1),a1),f9(x61583,x61583,a1),a1),x61584,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5458,5460,5464,5470,5472,5474,5478,5480,5482,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94])). % 87.97/87.87 cnf(6159,plain, % 87.97/87.87 (E(f12(f14(f9(x61591,x61591,a1),x61592,a1),x61593,a1),x61593)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6161,plain, % 87.97/87.87 (P46(f12(f14(f9(f9(f9(x61611,x61611,a1),f9(x61612,x61612,a1),a1),f9(x61613,x61613,a1),a1),x61614,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5458,5460,5464,5470,5472,5474,5478,5480,5482,5484,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93])). % 87.97/87.87 cnf(6162,plain, % 87.97/87.87 (E(f12(f14(f9(x61621,x61621,a1),x61622,a1),x61623,a1),x61623)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6164,plain, % 87.97/87.87 (P41(f12(f14(f9(f9(f9(x61641,x61641,a1),f9(x61642,x61642,a1),a1),f9(x61643,x61643,a1),a1),x61644,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,5896,1967,2049,3278,3217,4626,4518,5560,5688,4718,5403,5428,5452,5456,5458,5460,5464,5470,5472,5474,5478,5480,5482,5484,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137])). % 87.97/87.87 cnf(6165,plain, % 87.97/87.87 (E(f12(f14(f9(x61651,x61651,a1),x61652,a1),x61653,a1),x61653)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6167,plain, % 87.97/87.87 (P5(x61671,f12(f14(f9(x61672,x61672,a1),x61673,a1),f5(f5(x61671)),a1),f5(f5(f5(f5(a1)))))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5470,5472,5474,5478,5480,5482,5484,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85])). % 87.97/87.87 cnf(6169,plain, % 87.97/87.87 (E(f12(f14(f9(x61691,x61691,a1),x61692,a1),x61693,a1),x61693)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6170,plain, % 87.97/87.87 (P45(f12(f14(f9(f9(f9(x61701,x61701,a1),f9(x61702,x61702,a1),a1),f9(x61703,x61703,a1),a1),x61704,a1),f5(f5(a27)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5478,5480,5482,5484,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106])). % 87.97/87.87 cnf(6171,plain, % 87.97/87.87 (E(f12(f14(f9(x61711,x61711,a1),x61712,a1),x61713,a1),x61713)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6173,plain, % 87.97/87.87 (P24(f12(f14(f9(f9(f9(x61731,x61731,a1),f9(x61732,x61732,a1),a1),f9(x61733,x61733,a1),a1),x61734,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5478,5480,5482,5484,5490,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128])). % 87.97/87.87 cnf(6174,plain, % 87.97/87.87 (E(f12(f14(f9(x61741,x61741,a1),x61742,a1),x61743,a1),x61743)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6176,plain, % 87.97/87.87 (P35(f12(f14(f9(f9(f9(x61761,x61761,a1),f9(x61762,x61762,a1),a1),f9(x61763,x61763,a1),a1),x61764,a1),f5(f5(a1)),a1))), % 87.97/87.87 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5490,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146])). % 87.97/87.87 cnf(6177,plain, % 87.97/87.87 (E(f12(f14(f9(x61771,x61771,a1),x61772,a1),x61773,a1),x61773)), % 87.97/87.87 inference(rename_variables,[],[1453])). % 87.97/87.87 cnf(6179,plain, % 87.97/87.87 (P38(f12(f14(f9(f9(f9(x61791,x61791,a1),f9(x61792,x61792,a1),a1),f9(x61793,x61793,a1),a1),x61794,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117])). % 87.97/87.88 cnf(6180,plain, % 87.97/87.88 (E(f12(f14(f9(x61801,x61801,a1),x61802,a1),x61803,a1),x61803)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6182,plain, % 87.97/87.88 (P53(f12(f14(f9(f9(f9(x61821,x61821,a1),f9(x61822,x61822,a1),a1),f9(x61823,x61823,a1),a1),x61824,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113])). % 87.97/87.88 cnf(6183,plain, % 87.97/87.88 (E(f12(f14(f9(x61831,x61831,a1),x61832,a1),x61833,a1),x61833)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6185,plain, % 87.97/87.88 (P11(f12(f14(f9(f9(f9(x61851,x61851,a1),f9(x61852,x61852,a1),a1),f9(x61853,x61853,a1),a1),x61854,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5494,5496,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134])). % 87.97/87.88 cnf(6186,plain, % 87.97/87.88 (E(f12(f14(f9(x61861,x61861,a1),x61862,a1),x61863,a1),x61863)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6188,plain, % 87.97/87.88 (P71(f12(f14(f9(f9(f9(x61881,x61881,a1),f9(x61882,x61882,a1),a1),f9(x61883,x61883,a1),a1),x61884,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5494,5496,5500,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143])). % 87.97/87.88 cnf(6189,plain, % 87.97/87.88 (E(f12(f14(f9(x61891,x61891,a1),x61892,a1),x61893,a1),x61893)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6191,plain, % 87.97/87.88 (P17(f12(f14(f9(f9(f9(x61911,x61911,a1),f9(x61912,x61912,a1),a1),f9(x61913,x61913,a1),a1),x61914,a1),f5(f5(a27)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5494,5496,5500,5516,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148])). % 87.97/87.88 cnf(6192,plain, % 87.97/87.88 (E(f12(f14(f9(x61921,x61921,a1),x61922,a1),x61923,a1),x61923)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6194,plain, % 87.97/87.88 (P19(f12(f14(f9(f9(f9(x61941,x61941,a1),f9(x61942,x61942,a1),a1),f9(x61943,x61943,a1),a1),x61944,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5494,5496,5500,5516,5528,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150])). % 87.97/87.88 cnf(6195,plain, % 87.97/87.88 (E(f12(f14(f9(x61951,x61951,a1),x61952,a1),x61953,a1),x61953)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6197,plain, % 87.97/87.88 (P65(f12(f14(f9(f9(f9(x61971,x61971,a1),f9(x61972,x61972,a1),a1),f9(x61973,x61973,a1),a1),x61974,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5494,5496,5500,5516,5528,5544,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108])). % 87.97/87.88 cnf(6198,plain, % 87.97/87.88 (E(f12(f14(f9(x61981,x61981,a1),x61982,a1),x61983,a1),x61983)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6200,plain, % 87.97/87.88 (P16(f12(f14(f9(f9(f9(x62001,x62001,a1),f9(x62002,x62002,a1),a1),f9(x62003,x62003,a1),a1),x62004,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5494,5496,5500,5516,5528,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112])). % 87.97/87.88 cnf(6201,plain, % 87.97/87.88 (E(f12(f14(f9(x62011,x62011,a1),x62012,a1),x62013,a1),x62013)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6203,plain, % 87.97/87.88 (P43(f12(f14(f9(f9(f9(x62031,x62031,a1),f9(x62032,x62032,a1),a1),f9(x62033,x62033,a1),a1),x62034,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5494,5496,5500,5516,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118])). % 87.97/87.88 cnf(6204,plain, % 87.97/87.88 (E(f12(f14(f9(x62041,x62041,a1),x62042,a1),x62043,a1),x62043)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6206,plain, % 87.97/87.88 (P22(f12(f14(f9(f9(f9(x62061,x62061,a1),f9(x62062,x62062,a1),a1),f9(x62063,x62063,a1),a1),x62064,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5488,5490,5492,5494,5496,5500,5516,5520,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144])). % 87.97/87.88 cnf(6207,plain, % 87.97/87.88 (E(f12(f14(f9(x62071,x62071,a1),x62072,a1),x62073,a1),x62073)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6209,plain, % 87.97/87.88 (P30(f12(f14(f9(f9(f9(x62091,x62091,a1),f9(x62092,x62092,a1),a1),f9(x62093,x62093,a1),a1),x62094,a1),f5(f5(a27)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5500,5516,5520,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124])). % 87.97/87.88 cnf(6210,plain, % 87.97/87.88 (E(f12(f14(f9(x62101,x62101,a1),x62102,a1),x62103,a1),x62103)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6212,plain, % 87.97/87.88 (P40(f12(f14(f9(f9(f9(x62121,x62121,a1),f9(x62122,x62122,a1),a1),f9(x62123,x62123,a1),a1),x62124,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5516,5520,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91])). % 87.97/87.88 cnf(6213,plain, % 87.97/87.88 (E(f12(f14(f9(x62131,x62131,a1),x62132,a1),x62133,a1),x62133)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6215,plain, % 87.97/87.88 (P44(f12(f14(f9(f9(f9(x62151,x62151,a1),f9(x62152,x62152,a1),a1),f9(x62153,x62153,a1),a1),x62154,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5516,5520,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126])). % 87.97/87.88 cnf(6216,plain, % 87.97/87.88 (E(f12(f14(f9(x62161,x62161,a1),x62162,a1),x62163,a1),x62163)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6218,plain, % 87.97/87.88 (P70(f12(f14(f9(f9(f9(x62181,x62181,a1),f9(x62182,x62182,a1),a1),f9(x62183,x62183,a1),a1),x62184,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,5896,1967,2049,3278,3217,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5510,5516,5520,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127])). % 87.97/87.88 cnf(6219,plain, % 87.97/87.88 (E(f12(f14(f9(x62191,x62191,a1),x62192,a1),x62193,a1),x62193)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6221,plain, % 87.97/87.88 (P7(f4(a1),f12(f14(f9(x62211,x62211,a1),x62212,a1),f5(f5(f6(f4(a1),a1))),a1),a1)), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,4466,5896,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5510,5516,5520,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96])). % 87.97/87.88 cnf(6222,plain, % 87.97/87.88 (E(x62221,f12(f14(f9(x62222,x62222,a1),x62223,a1),f5(f5(x62221)),a1))), % 87.97/87.88 inference(rename_variables,[],[4466])). % 87.97/87.88 cnf(6223,plain, % 87.97/87.88 (P67(f12(f14(f9(f9(f9(x62231,x62231,a1),f9(x62232,x62232,a1),a1),f9(x62233,x62233,a1),a1),x62234,a1),f5(f5(a27)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,4466,5896,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5510,5516,5520,5524,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132])). % 87.97/87.88 cnf(6224,plain, % 87.97/87.88 (E(f12(f14(f9(x62241,x62241,a1),x62242,a1),x62243,a1),x62243)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6226,plain, % 87.97/87.88 (P36(f12(f14(f9(x62261,x62261,a1),x62262,a1),f5(f5(f5(f5(a1)))),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5510,5516,5520,5524,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123])). % 87.97/87.88 cnf(6227,plain, % 87.97/87.88 (E(x62271,f12(f14(f9(x62272,x62272,a1),x62273,a1),f5(f5(x62271)),a1))), % 87.97/87.88 inference(rename_variables,[],[4466])). % 87.97/87.88 cnf(6228,plain, % 87.97/87.88 (P14(f12(f14(f9(f9(f9(x62281,x62281,a1),f9(x62282,x62282,a1),a1),f9(x62283,x62283,a1),a1),x62284,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5510,5516,5520,5524,5526,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139])). % 87.97/87.88 cnf(6229,plain, % 87.97/87.88 (E(f12(f14(f9(x62291,x62291,a1),x62292,a1),x62293,a1),x62293)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6231,plain, % 87.97/87.88 (P47(f12(f14(f9(f9(f9(x62311,x62311,a1),f9(x62312,x62312,a1),a1),f9(x62313,x62313,a1),a1),x62314,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5510,5516,5520,5524,5526,5528,5532,5544,5546,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133])). % 87.97/87.88 cnf(6232,plain, % 87.97/87.88 (E(f12(f14(f9(x62321,x62321,a1),x62322,a1),x62323,a1),x62323)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6234,plain, % 87.97/87.88 (P57(f12(f14(f9(f9(f9(x62341,x62341,a1),f9(x62342,x62342,a1),a1),f9(x62343,x62343,a1),a1),x62344,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5510,5516,5520,5524,5526,5528,5532,5544,5546,5564,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135])). % 87.97/87.88 cnf(6235,plain, % 87.97/87.88 (E(f12(f14(f9(x62351,x62351,a1),x62352,a1),x62353,a1),x62353)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6237,plain, % 87.97/87.88 (P12(f12(f14(f9(f9(f9(x62371,x62371,a1),f9(x62372,x62372,a1),a1),f9(x62373,x62373,a1),a1),x62374,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5516,5520,5524,5526,5528,5532,5544,5546,5564,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98])). % 87.97/87.88 cnf(6238,plain, % 87.97/87.88 (E(f12(f14(f9(x62381,x62381,a1),x62382,a1),x62383,a1),x62383)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6240,plain, % 87.97/87.88 (P18(f12(f14(f9(f9(f9(x62401,x62401,a1),f9(x62402,x62402,a1),a1),f9(x62403,x62403,a1),a1),x62404,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5514,5516,5520,5524,5526,5528,5532,5544,5546,5564,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130])). % 87.97/87.88 cnf(6241,plain, % 87.97/87.88 (E(f12(f14(f9(x62411,x62411,a1),x62412,a1),x62413,a1),x62413)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6243,plain, % 87.97/87.88 (P29(f12(f14(f9(f9(f9(x62431,x62431,a1),f9(x62432,x62432,a1),a1),f9(x62433,x62433,a1),a1),x62434,a1),f5(f5(a27)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5514,5516,5520,5524,5526,5528,5532,5534,5544,5546,5564,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107])). % 87.97/87.88 cnf(6244,plain, % 87.97/87.88 (E(f12(f14(f9(x62441,x62441,a1),x62442,a1),x62443,a1),x62443)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6246,plain, % 87.97/87.88 (P58(f12(f14(f9(f9(f9(x62461,x62461,a1),f9(x62462,x62462,a1),a1),f9(x62463,x62463,a1),a1),x62464,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5514,5516,5520,5524,5526,5528,5532,5534,5544,5546,5564,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141])). % 87.97/87.88 cnf(6247,plain, % 87.97/87.88 (E(f12(f14(f9(x62471,x62471,a1),x62472,a1),x62473,a1),x62473)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6249,plain, % 87.97/87.88 (P27(f12(f14(f9(f9(f9(x62491,x62491,a1),f9(x62492,x62492,a1),a1),f9(x62493,x62493,a1),a1),x62494,a1),f5(f5(a27)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5514,5516,5520,5524,5526,5528,5532,5534,5544,5546,5548,5564,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111])). % 87.97/87.88 cnf(6250,plain, % 87.97/87.88 (E(f12(f14(f9(x62501,x62501,a1),x62502,a1),x62503,a1),x62503)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6252,plain, % 87.97/87.88 (P21(f12(f14(f9(f9(f9(x62521,x62521,a1),f9(x62522,x62522,a1),a1),f9(x62523,x62523,a1),a1),x62524,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5524,5526,5528,5532,5534,5544,5546,5548,5564,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140])). % 87.97/87.88 cnf(6253,plain, % 87.97/87.88 (E(f12(f14(f9(x62531,x62531,a1),x62532,a1),x62533,a1),x62533)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6255,plain, % 87.97/87.88 (P37(f12(f14(f9(f9(f9(x62551,x62551,a1),f9(x62552,x62552,a1),a1),f9(x62553,x62553,a1),a1),x62554,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5524,5526,5528,5532,5534,5544,5546,5548,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109])). % 87.97/87.88 cnf(6256,plain, % 87.97/87.88 (E(f12(f14(f9(x62561,x62561,a1),x62562,a1),x62563,a1),x62563)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6258,plain, % 87.97/87.88 (P34(f12(f14(f9(f9(f9(x62581,x62581,a1),f9(x62582,x62582,a1),a1),f9(x62583,x62583,a1),a1),x62584,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5524,5526,5528,5532,5534,5536,5544,5546,5548,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105])). % 87.97/87.88 cnf(6259,plain, % 87.97/87.88 (E(f12(f14(f9(x62591,x62591,a1),x62592,a1),x62593,a1),x62593)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6261,plain, % 87.97/87.88 (P33(f12(f14(f9(f9(f9(x62611,x62611,a1),f9(x62612,x62612,a1),a1),f9(x62613,x62613,a1),a1),x62614,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5524,5526,5528,5532,5534,5536,5544,5546,5548,5550,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99])). % 87.97/87.88 cnf(6262,plain, % 87.97/87.88 (E(f12(f14(f9(x62621,x62621,a1),x62622,a1),x62623,a1),x62623)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6264,plain, % 87.97/87.88 (P9(f12(f14(f9(f9(f9(x62641,x62641,a1),f9(x62642,x62642,a1),a1),f9(x62643,x62643,a1),a1),x62644,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5524,5526,5528,5532,5534,5536,5544,5546,5548,5550,5558,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102])). % 87.97/87.88 cnf(6265,plain, % 87.97/87.88 (E(f12(f14(f9(x62651,x62651,a1),x62652,a1),x62653,a1),x62653)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6267,plain, % 87.97/87.88 (P39(f12(f14(f9(f9(f9(x62671,x62671,a1),f9(x62672,x62672,a1),a1),f9(x62673,x62673,a1),a1),x62674,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5524,5526,5528,5532,5534,5536,5544,5546,5548,5550,5552,5558,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76])). % 87.97/87.88 cnf(6268,plain, % 87.97/87.88 (E(f12(f14(f9(x62681,x62681,a1),x62682,a1),x62683,a1),x62683)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6270,plain, % 87.97/87.88 (P49(f12(f14(f9(f9(f9(x62701,x62701,a1),f9(x62702,x62702,a1),a1),f9(x62703,x62703,a1),a1),x62704,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5544,5546,5548,5550,5552,5558,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90])). % 87.97/87.88 cnf(6271,plain, % 87.97/87.88 (E(f12(f14(f9(x62711,x62711,a1),x62712,a1),x62713,a1),x62713)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6273,plain, % 87.97/87.88 (P69(f12(f14(f9(f9(f9(x62731,x62731,a1),f9(x62732,x62732,a1),a1),f9(x62733,x62733,a1),a1),x62734,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5544,5546,5548,5550,5552,5558,5562,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136])). % 87.97/87.88 cnf(6274,plain, % 87.97/87.88 (E(f12(f14(f9(x62741,x62741,a1),x62742,a1),x62743,a1),x62743)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6276,plain, % 87.97/87.88 (P32(f12(f14(f9(f9(f9(x62761,x62761,a1),f9(x62762,x62762,a1),a1),f9(x62763,x62763,a1),a1),x62764,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5542,5544,5546,5548,5550,5552,5558,5562,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82])). % 87.97/87.88 cnf(6277,plain, % 87.97/87.88 (E(f12(f14(f9(x62771,x62771,a1),x62772,a1),x62773,a1),x62773)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6279,plain, % 87.97/87.88 (P55(f12(f14(f9(f9(f9(x62791,x62791,a1),f9(x62792,x62792,a1),a1),f9(x62793,x62793,a1),a1),x62794,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,4466,6222,5896,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5540,5542,5544,5546,5548,5550,5552,5558,5562,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115])). % 87.97/87.88 cnf(6280,plain, % 87.97/87.88 (E(f12(f14(f9(x62801,x62801,a1),x62802,a1),x62803,a1),x62803)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6282,plain, % 87.97/87.88 (P2(f12(f14(f9(x62821,x62821,a1),x62822,a1),f5(f5(f5(f5(a1)))),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,4466,6222,6227,5896,2035,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5540,5542,5544,5546,5548,5550,5552,5558,5562,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77])). % 87.97/87.88 cnf(6283,plain, % 87.97/87.88 (E(x62831,f12(f14(f9(x62832,x62832,a1),x62833,a1),f5(f5(x62831)),a1))), % 87.97/87.88 inference(rename_variables,[],[4466])). % 87.97/87.88 cnf(6284,plain, % 87.97/87.88 (P42(f12(f14(f9(f9(f9(x62841,x62841,a1),f9(x62842,x62842,a1),a1),f9(x62843,x62843,a1),a1),x62844,a1),f5(f5(a1)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,4466,6222,6227,5896,2035,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5558,5562,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131])). % 87.97/87.88 cnf(6285,plain, % 87.97/87.88 (E(f12(f14(f9(x62851,x62851,a1),x62852,a1),x62853,a1),x62853)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6287,plain, % 87.97/87.88 (P6(f12(f14(f9(x62871,x62871,a1),x62872,a1),f3(a1),a1),f12(f14(f9(x62873,x62873,a1),x62874,a1),f5(f5(f31(x62875,x62876))),a1),f5(f12(f14(f9(x62877,x62877,a1),x62878,a1),f5(a1),a1)))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,4466,6222,6227,6283,5896,2035,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,5588,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5558,5562,5564,5568,5572,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79])). % 87.97/87.88 cnf(6288,plain, % 87.97/87.88 (E(x62881,f12(f14(f9(x62882,x62882,a1),x62883,a1),f5(f5(x62881)),a1))), % 87.97/87.88 inference(rename_variables,[],[4466])). % 87.97/87.88 cnf(6289,plain, % 87.97/87.88 (P64(f12(f14(f9(f9(f9(x62891,x62891,a1),f9(x62892,x62892,a1),a1),f9(x62893,x62893,a1),a1),x62894,a1),f5(f5(a27)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,4466,6222,6227,6283,5896,2035,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,5588,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5558,5562,5564,5568,5572,5580,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121])). % 87.97/87.88 cnf(6290,plain, % 87.97/87.88 (E(f12(f14(f9(x62901,x62901,a1),x62902,a1),x62903,a1),x62903)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6292,plain, % 87.97/87.88 (P51(f12(f14(f9(f9(f9(x62921,x62921,a1),f9(x62922,x62922,a1),a1),f9(x62923,x62923,a1),a1),x62924,a1),f5(f5(a2)),a1))), % 87.97/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,4466,6222,6227,6283,5896,2035,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,5588,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5558,5562,5564,5566,5568,5572,5580,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103])). % 87.97/87.88 cnf(6293,plain, % 87.97/87.88 (E(f12(f14(f9(x62931,x62931,a1),x62932,a1),x62933,a1),x62933)), % 87.97/87.88 inference(rename_variables,[],[1453])). % 87.97/87.88 cnf(6295,plain, % 87.97/87.88 (P66(f12(f14(f9(f9(f9(x62951,x62951,a1),f9(x62952,x62952,a1),a1),f9(x62953,x62953,a1),a1),x62954,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,4466,6222,6227,6283,5896,2035,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,5588,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5558,5562,5564,5566,5568,5572,5578,5580,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104])). % 88.10/87.88 cnf(6296,plain, % 88.10/87.88 (E(f12(f14(f9(x62961,x62961,a1),x62962,a1),x62963,a1),x62963)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6298,plain, % 88.10/87.88 (P59(f12(f14(f9(f9(f9(x62981,x62981,a1),f9(x62982,x62982,a1),a1),f9(x62983,x62983,a1),a1),x62984,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,4466,6222,6227,6283,5896,2035,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,5588,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5558,5562,5564,5566,5568,5572,5578,5580,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86])). % 88.10/87.88 cnf(6299,plain, % 88.10/87.88 (E(f12(f14(f9(x62991,x62991,a1),x62992,a1),x62993,a1),x62993)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6301,plain, % 88.10/87.88 (P23(f12(f14(f9(f9(f9(x63011,x63011,a1),f9(x63012,x63012,a1),a1),f9(x63013,x63013,a1),a1),x63014,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,4466,6222,6227,6283,5896,2035,1852,1967,2049,3278,3217,3072,4626,4518,5560,5688,5600,5588,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5558,5562,5564,5566,5568,5572,5576,5578,5580,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120])). % 88.10/87.88 cnf(6302,plain, % 88.10/87.88 (E(f12(f14(f9(x63021,x63021,a1),x63022,a1),x63023,a1),x63023)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6305,plain, % 88.10/87.88 (E(x63051,f12(f14(f9(x63052,x63052,a1),x63053,a1),f5(f5(x63051)),a1))), % 88.10/87.88 inference(rename_variables,[],[4466])). % 88.10/87.88 cnf(6306,plain, % 88.10/87.88 (P63(f12(f14(f9(f9(f9(x63061,x63061,a1),f9(x63062,x63062,a1),a1),f9(x63063,x63063,a1),a1),x63064,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,4466,6222,6227,6283,6288,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5600,5588,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5572,5576,5578,5580,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89])). % 88.10/87.88 cnf(6307,plain, % 88.10/87.88 (E(f12(f14(f9(x63071,x63071,a1),x63072,a1),x63073,a1),x63073)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6311,plain, % 88.10/87.88 (E(f12(f14(f9(x63111,x63111,a1),x63112,a1),x63113,a1),x63113)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6312,plain, % 88.10/87.88 (P31(f12(f14(f9(f9(f9(x63121,x63121,a1),f9(x63122,x63122,a1),a1),f9(x63123,x63123,a1),a1),x63124,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,4466,6222,6227,6283,6288,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5576,5578,5580,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81])). % 88.10/87.88 cnf(6313,plain, % 88.10/87.88 (E(f12(f14(f9(x63131,x63131,a1),x63132,a1),x63133,a1),x63133)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6315,plain, % 88.10/87.88 (P54(f12(f14(f9(f9(f9(x63151,x63151,a1),f9(x63152,x63152,a1),a1),f9(x63153,x63153,a1),a1),x63154,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,4466,6222,6227,6283,6288,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5576,5578,5580,5590,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152])). % 88.10/87.88 cnf(6316,plain, % 88.10/87.88 (E(f12(f14(f9(x63161,x63161,a1),x63162,a1),x63163,a1),x63163)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6318,plain, % 88.10/87.88 (P60(f12(f14(f9(f9(f9(x63181,x63181,a1),f9(x63182,x63182,a1),a1),f9(x63183,x63183,a1),a1),x63184,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,4466,6222,6227,6283,6288,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5590,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87])). % 88.10/87.88 cnf(6319,plain, % 88.10/87.88 (E(f12(f14(f9(x63191,x63191,a1),x63192,a1),x63193,a1),x63193)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6321,plain, % 88.10/87.88 (P6(f12(f14(f9(x63211,x63211,a1),x63212,a1),f5(f5(f3(a1))),a1),f12(f14(f9(x63213,x63213,a1),x63214,a1),f31(x63215,x63216),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,4466,6222,6227,6283,6288,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5590,4870,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80])). % 88.10/87.88 cnf(6323,plain, % 88.10/87.88 (E(f12(f14(f9(x63231,x63231,a1),x63232,a1),x63233,a1),x63233)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6324,plain, % 88.10/87.88 (P10(f12(f14(f9(f9(f9(x63241,x63241,a1),f9(x63242,x63242,a1),a1),f9(x63243,x63243,a1),a1),x63244,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,4466,6222,6227,6283,6288,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,4870,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116])). % 88.10/87.88 cnf(6325,plain, % 88.10/87.88 (E(f12(f14(f9(x63251,x63251,a1),x63252,a1),x63253,a1),x63253)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6327,plain, % 88.10/87.88 (P1(f12(f14(f9(f9(f9(x63271,x63271,a1),f9(x63272,x63272,a1),a1),f9(x63273,x63273,a1),a1),x63274,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,4466,6222,6227,6283,6288,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,4870,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75])). % 88.10/87.88 cnf(6328,plain, % 88.10/87.88 (E(f12(f14(f9(x63281,x63281,a1),x63282,a1),x63283,a1),x63283)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6330,plain, % 88.10/87.88 (P5(x63301,f12(f14(f9(x63302,x63302,a1),x63303,a1),f5(f5(f5(f5(x63301)))),a1),f12(f14(f9(x63304,x63304,a1),x63305,a1),a1,a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,4466,6222,6227,6283,6288,6305,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,4870,5351,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84])). % 88.10/87.88 cnf(6331,plain, % 88.10/87.88 (E(x63311,f12(f14(f9(x63312,x63312,a1),x63313,a1),f5(f5(x63311)),a1))), % 88.10/87.88 inference(rename_variables,[],[4466])). % 88.10/87.88 cnf(6332,plain, % 88.10/87.88 (P5(f12(f14(f9(x63321,x63321,a1),x63322,a1),f5(f5(f5(f5(x63323)))),a1),x63323,f12(f14(f9(x63324,x63324,a1),x63325,a1),a1,a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,4466,6222,6227,6283,6288,6305,6331,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,4870,5351,4732,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83])). % 88.10/87.88 cnf(6333,plain, % 88.10/87.88 (E(x63331,f12(f14(f9(x63332,x63332,a1),x63333,a1),f5(f5(x63331)),a1))), % 88.10/87.88 inference(rename_variables,[],[4466])). % 88.10/87.88 cnf(6334,plain, % 88.10/87.88 (P20(f12(f14(f9(f9(f9(x63341,x63341,a1),f9(x63342,x63342,a1),a1),f9(x63343,x63343,a1),a1),x63344,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,4466,6222,6227,6283,6288,6305,6331,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,4870,5351,4732,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129])). % 88.10/87.88 cnf(6335,plain, % 88.10/87.88 (E(f12(f14(f9(x63351,x63351,a1),x63352,a1),x63353,a1),x63353)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6337,plain, % 88.10/87.88 (P25(f12(f14(f9(f9(f9(x63371,x63371,a1),f9(x63372,x63372,a1),a1),f9(x63373,x63373,a1),a1),x63374,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114])). % 88.10/87.88 cnf(6340,plain, % 88.10/87.88 (~E(f22(f12(f14(f9(x63401,x63401,a1),x63402,a1),f5(f5(x63403)),a1)),x63403)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3])). % 88.10/87.88 cnf(6344,plain, % 88.10/87.88 (~P5(f10(f12(f31(x63441,x63442),f3(a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,2229,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,3928,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618])). % 88.10/87.88 cnf(6346,plain, % 88.10/87.88 (E(f12(f14(x63461,x63462,a1),x63463,a1),f12(f14(f9(x63461,f9(x63464,x63464,a1),a1),x63462,a1),x63463,a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,1844,1351,2273,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,3882,2229,1480,4344,5934,3259,3315,153,3922,2223,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,4490,3267,5956,4281,3928,5894,5362,4503,5828,5425,5920,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,166,226,175,164,253,216,204,183,252,195,270,198,160,199,202,200,174,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698])). % 88.10/87.88 cnf(6351,plain, % 88.10/87.88 (P5(f5(f5(x63511)),x63511,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(6354,plain, % 88.10/87.88 (~P6(f12(f6(x63541,a1),f4(a1),a1),x63541,a1)), % 88.10/87.88 inference(rename_variables,[],[333])). % 88.10/87.88 cnf(6358,plain, % 88.10/87.88 (~P5(f8(f12(f19(f22(x63581),a27),f3(a1),a1),f31(x63582,x63583),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1967,2049,3278,3217,1963,3072,4626,4518,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,1844,1351,5982,2273,2486,1510,3467,2044,4311,3637,2583,1512,1704,262,3193,2321,1391,333,3882,2229,1480,4344,5934,3259,3315,153,3922,2223,1712,3887,3695,4654,3498,2491,3228,4279,3771,5227,5044,3768,2266,1437,4490,3267,5956,4281,3928,5894,5362,4503,5828,5425,5920,5836,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,162,166,226,175,164,253,181,216,204,183,252,195,270,198,160,199,202,200,174,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979])). % 88.10/87.88 cnf(6359,plain, % 88.10/87.88 (~P5(f14(f8(f12(f19(f22(x63591),a27),x63592,a1),f31(x63593,x63594),a1),f31(x63593,x63594),a1),x63592,a1)), % 88.10/87.88 inference(rename_variables,[],[5836])). % 88.10/87.88 cnf(6372,plain, % 88.10/87.88 (P5(x63721,f5(f5(x63721)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6375,plain, % 88.10/87.88 (P5(x63751,f5(f5(x63751)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6402,plain, % 88.10/87.88 (~P6(f8(f13(f3(a1),a1),x64021,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[3635])). % 88.10/87.88 cnf(6404,plain, % 88.10/87.88 (~P5(f5(f5(f31(x64041,x64042))),f5(f5(f3(a1))),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,1349,6372,318,310,2273,2486,307,1357,1510,3467,1418,2044,4311,3637,2583,1512,1704,1525,262,3193,2321,1391,333,3882,2229,1480,4344,5934,4288,3675,3259,3315,3635,153,3922,2223,1547,1712,3887,3695,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,2266,1437,4490,3267,5956,4946,4281,5192,3928,5894,5362,4503,5311,5657,5828,5425,5920,5836,5357,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,162,166,226,175,164,253,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684])). % 88.10/87.88 cnf(6410,plain, % 88.10/87.88 (P5(x64101,f5(f5(x64101)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6414,plain, % 88.10/87.88 (~P6(f12(f14(f9(x64141,x64141,a1),x64142,a1),f8(f14(x64143,f31(x64144,x64145),a1),f31(x64144,x64145),a1),a1),x64143,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,1349,6372,6375,318,310,2273,2486,307,1357,1510,1940,3467,1418,2044,4311,3637,2583,1512,1704,1525,262,3193,2321,1391,333,3882,2229,1480,4344,5934,4288,3675,3259,3315,3635,3656,153,3922,2223,1547,1712,3887,3695,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,2266,1437,4490,3267,5956,4946,4281,5192,3928,5894,5362,4503,5311,5657,5828,5425,5920,5836,5357,5645,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,162,166,226,175,164,253,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082])). % 88.10/87.88 cnf(6420,plain, % 88.10/87.88 (~P5(f8(f12(f19(f22(x64201),a27),f14(x64202,f31(x64203,x64204),a1),a1),f31(x64203,x64204),a1),x64202,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,1349,6372,6375,318,310,2273,2486,307,1357,1510,1940,3467,1418,2044,4311,3637,2583,1512,1704,1525,262,3193,2321,1391,333,3882,2229,1480,4344,5934,4288,3675,3259,3315,3635,3656,153,3922,2223,1547,1712,3887,3695,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,3500,2266,1437,4490,3267,5956,4946,4281,5192,3928,5894,5362,4503,5311,5657,5828,5425,5920,5836,6359,5357,5645,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,162,166,185,226,175,164,253,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088])). % 88.10/87.88 cnf(6421,plain, % 88.10/87.88 (~P5(f14(f8(f12(f19(f22(x64211),a27),x64212,a1),f31(x64213,x64214),a1),f31(x64213,x64214),a1),x64212,a1)), % 88.10/87.88 inference(rename_variables,[],[5836])). % 88.10/87.88 cnf(6428,plain, % 88.10/87.88 (P5(x64281,f5(f5(x64281)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6430,plain, % 88.10/87.88 (P6(f5(f5(f3(a1))),f6(f6(f4(a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,1349,6372,6375,6410,318,310,2273,2092,2486,307,1357,1510,1940,3467,1418,3165,2044,4311,3637,2583,1512,1704,1525,262,3193,2321,1391,333,3882,2229,1480,4344,5934,4288,3675,2957,3259,3315,3635,3656,153,3922,2223,1547,1712,3887,3695,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,3500,2266,1437,4490,3267,5956,4946,4281,5192,3928,5894,5362,4503,5311,5657,5828,5425,5920,5836,6359,5357,5645,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,162,166,185,226,175,164,253,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798])). % 88.10/87.88 cnf(6431,plain, % 88.10/87.88 (P5(f5(f5(x64311)),x64311,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(6441,plain, % 88.10/87.88 (P5(f3(a1),f31(x64411,x64412),a1)), % 88.10/87.88 inference(rename_variables,[],[1712])). % 88.10/87.88 cnf(6447,plain, % 88.10/87.88 (~E(f12(x64471,f12(f31(x64472,x64473),f3(a1),a1),a1),x64471)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,1349,6372,6375,6410,318,310,2273,2092,2486,307,1357,1510,1940,3467,1418,3165,2044,4311,3637,2583,1512,1704,1525,262,3193,2321,1391,1365,333,3882,2229,1480,4344,5934,4288,3675,2957,4385,3259,3315,3635,3656,301,153,3922,2223,1547,1712,3887,3695,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,3500,2266,1437,4490,3267,5956,4946,4281,5192,3928,5894,5362,4503,5311,5657,5828,5425,5920,5836,6359,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,191,162,166,185,226,235,175,241,164,253,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547])). % 88.10/87.88 cnf(6460,plain, % 88.10/87.88 (~P6(f12(f6(x64601,a1),f4(a1),a1),x64601,a1)), % 88.10/87.88 inference(rename_variables,[],[333])). % 88.10/87.88 cnf(6463,plain, % 88.10/87.88 (~P6(f12(f6(x64631,a1),f4(a1),a1),x64631,a1)), % 88.10/87.88 inference(rename_variables,[],[333])). % 88.10/87.88 cnf(6468,plain, % 88.10/87.88 (P5(f5(f5(x64681)),x64681,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(6473,plain, % 88.10/87.88 (P5(f5(f5(x64731)),x64731,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(6491,plain, % 88.10/87.88 (~P6(f8(x64911,f8(f14(f3(a1),f31(x64912,x64913),a1),f31(x64912,x64913),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2940])). % 88.10/87.88 cnf(6502,plain, % 88.10/87.88 (P5(f5(f5(x65021)),x65021,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(6507,plain, % 88.10/87.88 (~P6(f9(x65071,x65071,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1704])). % 88.10/87.88 cnf(6511,plain, % 88.10/87.88 (~P6(f12(f31(x65111,x65112),f12(f5(f5(f19(f22(x65113),a27))),x65114,a1),a1),x65114,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,1349,6372,6375,6410,6428,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1418,1563,3165,2044,4311,3637,2583,1512,1704,1525,262,3193,4145,2940,2321,1391,1365,333,6354,6460,3882,2229,1480,4344,5934,6038,4288,5083,3675,2957,4385,3259,3315,3635,3656,301,153,3922,2223,1547,1712,3887,3695,2681,3020,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,3500,2266,1437,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5311,5657,5828,5425,5920,5836,6359,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5187,2450,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061])). % 88.10/87.88 cnf(6513,plain, % 88.10/87.88 (P5(x65131,f5(f5(x65131)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6523,plain, % 88.10/87.88 (~P6(f14(f11(f3(a1),a1),x65231,a1),f14(f11(f3(a1),a1),x65232,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2195])). % 88.10/87.88 cnf(6526,plain, % 88.10/87.88 (~P6(f9(x65261,x65261,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1704])). % 88.10/87.88 cnf(6532,plain, % 88.10/87.88 (~P6(f8(f9(x65321,x65321,a1),x65322,a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,1349,6372,6375,6410,6428,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1418,1563,3165,2044,4311,2195,3637,2583,1512,1704,6507,6526,1525,262,3193,4145,1470,2940,2321,1391,1365,333,6354,6460,3882,2229,1480,4344,5934,6038,4288,5083,3675,2957,4385,3259,3315,3635,3656,301,153,3922,2223,1547,1712,3887,3695,2681,3020,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,3500,2266,1437,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5311,5657,5828,5425,5920,5836,6359,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5187,2450,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015])). % 88.10/87.88 cnf(6533,plain, % 88.10/87.88 (~P6(f9(x65331,x65331,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1704])). % 88.10/87.88 cnf(6537,plain, % 88.10/87.88 (~P5(f8(f12(f31(x65371,x65372),f14(f12(x65373,f5(f5(f3(a1))),a1),f19(f22(x65374),a27),a1),a1),f19(f22(x65374),a27),a1),x65373,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,1349,6372,6375,6410,6428,6513,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1418,1563,3165,2044,4311,2195,3637,2583,1512,1704,6507,6526,1525,262,3193,4145,1470,2940,2321,1391,1365,333,6354,6460,3882,2229,1480,4344,5934,6038,4288,5083,3675,2957,4385,3259,3315,3635,3656,301,153,3922,2223,1547,1712,3887,3695,2681,3020,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,3500,2266,6045,1437,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5849,5311,5657,5828,5425,5920,5836,6359,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5187,2450,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015,1120,932])). % 88.10/87.88 cnf(6538,plain, % 88.10/87.88 (~P5(f8(f12(f31(x65381,x65382),f14(x65383,f19(f22(x65384),a27),a1),a1),f19(f22(x65384),a27),a1),x65383,a1)), % 88.10/87.88 inference(rename_variables,[],[2266])). % 88.10/87.88 cnf(6539,plain, % 88.10/87.88 (P5(x65391,f5(f5(x65391)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6544,plain, % 88.10/87.88 (~P6(f9(x65441,x65441,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1704])). % 88.10/87.88 cnf(6550,plain, % 88.10/87.88 (~P5(f8(f12(f31(x65501,x65502),f14(f12(f5(f5(f3(a1))),x65503,a1),f19(f22(x65504),a27),a1),a1),f19(f22(x65504),a27),a1),x65503,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,1349,6372,6375,6410,6428,6513,6539,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1418,1563,3165,2044,4311,2195,3637,2583,1512,1704,6507,6526,6533,1525,262,3193,4145,1470,2940,2321,1391,1365,333,6354,6460,3882,2229,1480,4344,5934,6038,4288,5083,3675,2957,4385,3259,3315,3635,3656,301,153,3922,2223,1547,1712,3887,3695,2681,3020,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,3500,2266,6045,6538,1437,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5849,5311,5657,5828,5425,5920,5836,6359,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5187,2450,191,162,166,185,300,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015,1120,932,1011,1009,1018,1004,931])). % 88.10/87.88 cnf(6552,plain, % 88.10/87.88 (P5(x65521,f5(f5(x65521)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6560,plain, % 88.10/87.88 (~P6(f11(f11(f12(f5(f5(f3(a1))),x65601,a1),a1),a1),x65601,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,1349,6372,6375,6410,6428,6513,6539,6552,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1418,1563,3165,2044,4311,2195,3637,2583,1512,1704,6507,6526,6533,6544,1525,262,3193,4145,2277,1470,2940,2321,1391,1365,333,6354,6460,3882,2229,1480,4344,5934,6038,4288,5083,3675,2957,1398,4385,3259,3315,3635,3656,301,153,3922,2223,1547,1712,3887,3695,2681,3020,4654,3498,2491,1958,3228,4279,3771,5227,4153,5044,3768,4224,3500,2266,6045,6538,1437,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5849,5311,5657,5828,5425,5920,5836,6359,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5187,2450,191,162,166,185,300,1611,193,226,233,235,175,241,164,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015,1120,932,1011,1009,1018,1004,931,1017,1008,929])). % 88.10/87.88 cnf(6562,plain, % 88.10/87.88 (P5(x65621,f5(f5(x65621)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6567,plain, % 88.10/87.88 (~P6(f12(f6(x65671,a1),f4(a1),a1),x65671,a1)), % 88.10/87.88 inference(rename_variables,[],[333])). % 88.10/87.88 cnf(6572,plain, % 88.10/87.88 (~P6(f14(f11(f3(a1),a1),x65721,a1),f14(f11(f3(a1),a1),x65722,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2195])). % 88.10/87.88 cnf(6580,plain, % 88.10/87.88 (~P6(f14(f11(f3(a1),a1),x65801,a1),f14(f11(f3(a1),a1),x65802,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2195])). % 88.10/87.88 cnf(6586,plain, % 88.10/87.88 (~P6(f3(a1),f8(x65861,f8(f14(f3(a1),f31(x65862,x65863),a1),f31(x65862,x65863),a1),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2957])). % 88.10/87.88 cnf(6589,plain, % 88.10/87.88 (~P6(f3(a1),f8(x65891,f8(f14(f3(a1),f31(x65892,x65893),a1),f31(x65892,x65893),a1),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2957])). % 88.10/87.88 cnf(6597,plain, % 88.10/87.88 (P5(x65971,f5(f5(x65971)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6608,plain, % 88.10/87.88 (P5(x66081,f5(f5(x66081)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(6617,plain, % 88.10/87.88 (~P6(x66171,x66171,f12(f14(f9(x66172,x66172,a1),x66173,a1),f5(f5(f5(f5(a1)))),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,4887,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,6502,1349,6372,6375,6410,6428,6513,6539,6552,6562,6597,6608,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1414,1418,1563,3165,2044,4311,2195,6523,6572,6580,3637,2583,1512,1704,6507,6526,6533,6544,1525,262,3170,3193,4145,2277,1470,1382,1475,2940,6491,2321,1391,1365,333,6354,6460,6463,6567,3882,2229,1480,4344,5934,6038,4288,5083,3675,1385,2957,6586,6589,1398,4385,3259,3315,3635,6402,3656,301,153,3922,5000,2223,1547,1712,6441,3887,3695,2681,3020,4654,3498,2491,1958,1551,3228,4279,3771,5227,4153,5044,3768,4224,3232,3500,2266,6045,6538,1437,1697,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5849,5311,5657,5828,5425,5920,5836,6359,6421,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5252,5187,2450,191,162,166,185,300,1611,193,226,233,235,175,241,164,214,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015,1120,932,1011,1009,1018,1004,931,1017,1008,929,1005,930,1116,1118,1006,1170,1171,1166,1068,1066,1000,1067,1175,1069,1001,1190,1189,830,524])). % 88.10/87.88 cnf(6619,plain, % 88.10/87.88 (~E(f12(f14(f9(x66191,x66191,a1),x66192,a1),f5(f5(f22(x66193))),a1),x66193)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,4887,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,6502,1349,6372,6375,6410,6428,6513,6539,6552,6562,6597,6608,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1414,1418,1563,3165,2044,4311,2195,6523,6572,6580,3637,2583,1512,1704,6507,6526,6533,6544,1525,262,3170,3193,4145,2277,1470,1382,1475,2940,6491,2321,1391,1365,333,6354,6460,6463,6567,3882,2229,1480,4344,5934,6038,4288,5083,3675,1385,2957,6586,6589,1398,4385,3259,3315,3635,6402,3656,301,153,3922,5000,2223,1547,1712,6441,3887,3695,2681,3020,4654,3498,2491,1958,1551,3228,4279,3771,5227,4153,5044,3768,4224,3232,3500,2266,6045,6538,1437,1697,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5849,5311,5657,5828,5425,5920,5836,6359,6421,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5252,5187,2450,191,162,166,185,300,1611,193,226,233,235,175,241,164,214,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015,1120,932,1011,1009,1018,1004,931,1017,1008,929,1005,930,1116,1118,1006,1170,1171,1166,1068,1066,1000,1067,1175,1069,1001,1190,1189,830,524,55])). % 88.10/87.88 cnf(6620,plain, % 88.10/87.88 (P5(f3(a1),f11(f14(f9(f9(x66201,x66201,a1),f9(x66202,x66202,a1),a1),x66203,a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,4887,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,6502,1349,6372,6375,6410,6428,6513,6539,6552,6562,6597,6608,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1414,1418,1563,3165,2044,4311,2195,6523,6572,6580,3637,2583,1512,1704,6507,6526,6533,6544,1525,262,3170,3193,4145,2277,1470,1382,1475,2940,6491,2321,1391,1365,333,6354,6460,6463,6567,3882,2229,1480,4344,5934,6038,4288,5083,3675,1385,2957,6586,6589,1398,4385,3259,3315,3635,6402,3656,301,153,3922,5000,2223,1547,1712,6441,3887,3695,2681,3020,4654,3498,2491,1958,1551,3228,4279,3771,5227,4153,5044,3768,4224,3232,3500,2266,6045,6538,1437,1697,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5849,5311,5657,5828,5425,5920,5836,6359,6421,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5252,5187,2450,191,162,166,185,300,1611,193,226,233,235,175,241,164,214,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015,1120,932,1011,1009,1018,1004,931,1017,1008,929,1005,930,1116,1118,1006,1170,1171,1166,1068,1066,1000,1067,1175,1069,1001,1190,1189,830,524,55,871])). % 88.10/87.88 cnf(6622,plain, % 88.10/87.88 (E(f14(x66221,x66222,a1),f14(f9(x66221,f9(x66223,x66223,a1),a1),x66222,a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,4887,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,6502,1349,6372,6375,6410,6428,6513,6539,6552,6562,6597,6608,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1414,1418,1563,3165,2044,4311,2195,6523,6572,6580,3637,2583,1512,1704,6507,6526,6533,6544,1525,262,3170,3193,4145,2277,1470,1382,1475,2940,6491,2321,1391,1365,333,6354,6460,6463,6567,3882,2229,1480,4344,5934,6038,4288,5083,3675,1385,2957,6586,6589,1398,4385,3259,3315,3635,6402,3656,301,153,3922,5000,2223,1547,1712,6441,3887,3695,2681,3020,4654,3498,2491,1958,1551,3228,4279,3771,5227,4153,5044,3768,4224,3232,3500,2266,6045,6538,1437,1697,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5849,5311,5657,5828,5425,5920,5836,6359,6421,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5252,5187,2450,223,191,162,166,185,300,1611,193,226,233,235,175,241,164,214,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015,1120,932,1011,1009,1018,1004,931,1017,1008,929,1005,930,1116,1118,1006,1170,1171,1166,1068,1066,1000,1067,1175,1069,1001,1190,1189,830,524,55,871,679])). % 88.10/87.88 cnf(6626,plain, % 88.10/87.88 (P6(f12(f14(x66261,x66262,a1),f5(f5(f3(a1))),a1),f12(f14(f9(x66261,f9(x66263,x66263,a1),a1),x66262,a1),f31(x66264,x66265),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6107,6124,6130,6135,6138,6141,6144,6147,6150,6153,6156,6159,6162,6165,6169,6171,6174,6177,6180,6183,6186,6189,6192,6195,6198,6201,6204,6207,6210,6213,6216,6219,6224,6229,6232,6235,6238,6241,6244,6247,6250,6253,6256,6259,6262,6265,6268,6271,6274,6277,6280,6285,6290,6293,6296,6299,6302,6307,6311,6313,6316,6319,6323,6325,6328,6335,4466,6222,6227,6283,6288,6305,6331,6333,4887,5605,5896,2035,1852,1325,1967,2049,3278,3217,2743,1963,3072,3438,4626,4518,2438,5560,5688,5504,5600,5588,5584,4718,5403,5428,5452,5456,5458,5460,5464,5468,5470,5472,5474,5476,5478,5480,5482,5484,5486,5488,5490,5492,5494,5496,5498,5500,5502,5506,5508,5510,5512,5514,5516,5520,5522,5524,5526,5528,5532,5534,5536,5538,5540,5542,5544,5546,5548,5550,5552,5554,5556,5558,5562,5564,5566,5568,5570,5572,5574,5576,5578,5580,5582,5590,5594,5596,5602,4870,5351,4732,2073,1354,1844,4249,1351,5982,6351,6431,6468,6473,6502,1349,6372,6375,6410,6428,6513,6539,6552,6562,6597,6608,318,310,1577,2273,2092,2486,2800,307,1357,1510,1940,3467,1414,1418,1563,3165,2044,4311,2195,6523,6572,6580,3637,2583,1512,1704,6507,6526,6533,6544,1525,262,3170,3193,4145,2277,1470,1382,1475,2940,6491,2321,1391,1365,333,6354,6460,6463,6567,3882,2229,1480,4344,5934,6038,4288,5083,3675,1385,2957,6586,6589,1398,4385,3259,3315,3635,6402,3656,301,153,3922,5000,2223,1547,1712,6441,3887,3695,2681,3020,4654,3498,2491,1958,1551,3228,4279,3771,5227,4153,5044,3768,4224,3232,3500,2266,6045,6538,1437,1697,4490,3267,5956,4946,4281,1440,5192,3928,5894,5362,4503,5849,5311,5657,5828,5425,5920,5836,6359,6421,5357,5645,5796,5303,5327,4566,5322,5660,5314,4918,5277,5994,5319,5376,4681,5298,3280,3966,2101,5252,5187,2450,223,191,162,166,185,300,1611,193,226,233,235,175,241,164,214,253,227,181,216,204,183,252,195,249,270,198,160,179,199,202,200,174,161,158,157,873,637,535,545,638,921,635,591,829,723,636,640,335,474,641,334,832,634,658,639,831,2,14,820,1240,707,817,779,1242,1237,420,938,735,607,937,562,740,655,1236,734,903,936,563,738,772,1238,411,854,718,939,768,419,716,1094,702,416,742,904,571,902,816,605,1243,534,717,1224,770,901,773,549,542,1097,476,923,418,739,940,594,741,775,110,417,776,706,737,905,935,88,1223,100,606,142,92,122,147,101,145,119,125,94,93,137,85,106,128,146,117,113,134,143,148,150,108,112,118,144,124,91,126,127,96,132,123,139,133,135,98,130,107,141,111,140,109,105,99,102,76,90,136,82,115,77,131,79,121,103,104,86,120,97,89,78,81,152,87,80,116,75,84,83,129,114,3,95,618,698,550,800,868,759,979,761,1081,1150,1029,1062,844,1060,429,1100,802,1153,697,1063,1083,1112,1111,684,999,796,1139,1082,970,1088,1138,1152,799,798,797,554,972,974,1136,1155,547,762,967,764,760,922,1109,992,801,994,795,552,758,952,1156,1137,965,1144,1028,794,1110,993,1103,1154,1143,763,1061,1099,765,756,1114,1014,1010,1019,1015,1120,932,1011,1009,1018,1004,931,1017,1008,929,1005,930,1116,1118,1006,1170,1171,1166,1068,1066,1000,1067,1175,1069,1001,1190,1189,830,524,55,871,679,1239,1095])). % 88.10/87.88 cnf(6668,plain, % 88.10/87.88 (~P5(f8(f14(f12(f19(f22(x66681),a27),x66682,a1),f31(x66683,x66684),a1),f31(x66683,x66684),a1),x66682,a1)), % 88.10/87.88 inference(rename_variables,[],[2987])). % 88.10/87.88 cnf(6672,plain, % 88.10/87.88 (~P5(f12(f3(a1),f6(f11(f12(f31(x66721,x66722),x66723,a1),a1),a1),a1),x66723,a1)), % 88.10/87.88 inference(scs_inference,[],[6327,1571,2987,5993,523,637,638,921])). % 88.10/87.88 cnf(6676,plain, % 88.10/87.88 (~P6(f12(f6(f12(f19(f22(x66761),a27),x66762,a1),a1),f4(a1),a1),x66762,a1)), % 88.10/87.88 inference(rename_variables,[],[4288])). % 88.10/87.88 cnf(6678,plain, % 88.10/87.88 (P5(f3(a1),f13(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6327,1571,4288,2987,5993,523,637,638,921,635,545])). % 88.10/87.88 cnf(6695,plain, % 88.10/87.88 (~E(f22(f12(f14(f9(x66951,x66951,a1),x66952,a1),f5(f5(x66953)),a1)),x66953)), % 88.10/87.88 inference(rename_variables,[],[6340])). % 88.10/87.88 cnf(6698,plain, % 88.10/87.88 (~P5(f12(f19(f22(x66981),a27),x66982,a1),x66982,a1)), % 88.10/87.88 inference(rename_variables,[],[3670])). % 88.10/87.88 cnf(6703,plain, % 88.10/87.88 (~E(f22(f12(f14(f9(x67031,x67031,a1),x67032,a1),f5(f5(x67033)),a1)),x67033)), % 88.10/87.88 inference(rename_variables,[],[6340])). % 88.10/87.88 cnf(6716,plain, % 88.10/87.88 (~E(f12(f14(f9(x67161,x67161,a1),x67162,a1),f5(f5(f22(x67163))),a1),x67163)), % 88.10/87.88 inference(rename_variables,[],[6619])). % 88.10/87.88 cnf(6717,plain, % 88.10/87.88 (E(f14(f9(x67171,f9(x67172,x67172,a1),a1),x67173,a1),f14(x67171,x67173,a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6404,6619,6327,3639,3165,3170,3193,1571,4615,4288,4630,1596,5217,2987,5269,3670,5960,5993,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2])). % 88.10/87.88 cnf(6723,plain, % 88.10/87.88 (~P7(f14(f4(a1),f14(f3(a1),f4(a1),a1),a1),f4(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6404,6619,6327,6321,3639,3165,3170,3193,1571,4615,4288,4630,1596,5047,5217,2987,5269,3670,5960,5993,5955,195,160,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817])). % 88.10/87.88 cnf(6725,plain, % 88.10/87.88 (~P6(f12(f14(f9(x67251,x67251,a1),x67252,a1),f31(x67253,x67254),a1),f12(f14(f9(x67255,x67255,a1),x67256,a1),f5(f5(f3(a1))),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6404,6619,6327,6321,3639,3165,3170,3193,1571,4615,4288,153,4630,1596,5047,5217,2987,5269,3670,5960,5993,5955,195,160,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668])). % 88.10/87.88 cnf(6730,plain, % 88.10/87.88 (P5(f5(f5(x67301)),x67301,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(6735,plain, % 88.10/87.88 (~P5(f12(f14(x67351,x67352,a1),f12(f14(f9(x67353,x67351,a1),x67352,a1),f31(x67354,x67355),a1),a1),f12(f14(x67353,x67352,a1),f5(f5(f3(a1))),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6619,6327,6321,1351,3639,3165,3170,3193,1571,4615,4288,153,4630,1596,5047,5217,2987,5818,5269,3670,5960,5993,5955,5986,218,195,160,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237])). % 88.10/87.88 cnf(6738,plain, % 88.10/87.88 (~P5(f12(f14(f9(x67381,x67381,a1),x67382,a1),f31(x67383,x67384),a1),f12(f14(f9(x67385,x67385,a1),x67386,a1),f5(f5(f3(a1))),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6619,6327,6321,1351,3639,155,3165,3170,3193,1571,4615,4288,153,4630,1596,5047,5217,2987,5818,5269,3670,5960,5993,5955,5986,218,195,160,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671])). % 88.10/87.88 cnf(6744,plain, % 88.10/87.88 (E(f12(f14(x67441,x67442,a1),x67443,a1),f12(f14(x67444,x67442,a1),f12(f14(f9(x67445,x67445,a1),x67446,a1),f12(f14(f9(x67441,x67444,a1),x67442,a1),x67443,a1),a1),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6619,6327,6321,1351,3639,155,3165,3170,3193,1571,4615,4288,153,4630,1596,5047,5217,2987,5368,5818,5269,3670,5960,5993,5955,5986,2712,6065,218,252,195,160,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655])). % 88.10/87.88 cnf(6745,plain, % 88.10/87.88 (P5(f12(f14(x67451,x67452,a1),f12(f14(f9(x67453,x67453,a1),x67454,a1),f12(f14(f9(x67455,x67451,a1),x67452,a1),x67456,a1),a1),a1),f12(f14(x67455,x67452,a1),x67456,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2712])). % 88.10/87.88 cnf(6747,plain, % 88.10/87.88 (~P5(f8(f12(f31(x67471,x67472),f14(f12(f12(x67473,x67474,a1),f6(x67474,a1),a1),f19(f22(x67475),a27),a1),a1),f19(f22(x67475),a27),a1),x67473,a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6619,6327,6321,1351,3639,155,3165,3170,3193,1571,4615,4288,153,4630,1596,5047,5217,2987,5368,5818,5269,3670,5960,6044,5993,5955,5986,2712,6065,218,204,252,195,160,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938])). % 88.10/87.88 cnf(6752,plain, % 88.10/87.88 (~P6(x67521,f11(f12(f14(f9(x67522,x67522,a1),x67523,a1),f11(x67521,a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6619,6327,6050,6321,1351,3639,155,3165,3170,3193,1571,4615,4288,153,4630,1596,5047,5217,2987,5420,5368,5818,5269,3670,5960,6044,5993,5955,5986,2712,6065,218,216,204,252,195,160,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734])). % 88.10/87.88 cnf(6771,plain, % 88.10/87.88 (~P5(f19(f22(x67711),a27),f11(f3(a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,5448,6619,6327,6050,6321,1351,3639,155,3165,3170,3193,1571,4615,3116,4288,153,2104,4630,1596,5047,5217,2987,5751,5420,5368,5818,5269,3670,6698,5960,6044,5993,5955,5986,2712,6065,218,175,216,204,252,195,270,198,160,199,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854])). % 88.10/87.88 cnf(6774,plain, % 88.10/87.88 (P5(x67741,f6(f6(f6(f6(x67741,f5(f5(a1))),f5(f5(a1))),f5(f5(a1))),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,5448,6619,6327,6050,6321,1844,1351,3639,155,3165,3170,3193,1571,4615,3116,4288,153,2104,4630,1596,5047,5217,2987,5751,5420,5368,5818,5269,3670,6698,6047,5960,6044,5993,5955,5986,2712,6065,218,175,216,204,252,195,270,198,160,199,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702])). % 88.10/87.88 cnf(6780,plain, % 88.10/87.88 (P5(f12(f14(x67801,x67802,a1),f12(f14(f9(f9(x67803,x67803,a1),f9(x67804,x67804,a1),a1),x67805,a1),f12(f14(f9(x67806,x67801,a1),x67802,a1),x67807,a1),a1),a1),f12(f14(x67806,x67802,a1),x67807,a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,5448,6619,6327,6050,6321,1844,1351,3639,155,3165,3170,3193,1571,4615,3116,4288,153,2104,4630,1596,5047,5217,2987,5751,5420,5368,5818,5269,3670,6698,6047,5960,6085,6044,5993,5955,6560,5986,2712,6065,218,175,216,204,252,195,270,198,160,199,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241])). % 88.10/87.88 cnf(6786,plain, % 88.10/87.88 (~P6(f12(f6(f12(f19(f22(x67861),a27),x67862,a1),a1),f4(a1),a1),x67862,a1)), % 88.10/87.88 inference(rename_variables,[],[4288])). % 88.10/87.88 cnf(6790,plain, % 88.10/87.88 (~P5(f12(f12(f31(x67901,x67902),f12(x67903,f6(f5(f5(x67904)),a1),a1),a1),x67904,a1),x67903,a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,5448,6619,6327,6050,6321,1844,1351,3639,155,3165,3170,3193,1571,4615,3116,4288,6676,153,2104,4630,1596,5047,5217,2987,5751,5420,5368,5818,5269,3670,6698,6047,5960,6085,6044,5993,5245,5955,6560,5986,2712,6065,218,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937])). % 88.10/87.88 cnf(6795,plain, % 88.10/87.88 (~P5(f12(f8(f14(f12(f31(x67951,x67952),f12(x67953,f6(x67954,a1),a1),a1),f19(f22(x67955),a27),a1),f19(f22(x67955),a27),a1),x67954,a1),x67953,a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,5448,6619,6327,6050,6321,1844,1351,3639,155,3165,3170,3193,1365,1571,4615,3116,4288,6676,153,2104,4630,1596,5047,5217,2987,3208,5751,5420,5368,5818,5269,3670,6698,6047,5960,6085,6044,5993,5245,5955,6560,5986,2712,6065,218,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094])). % 88.10/87.88 cnf(6796,plain, % 88.10/87.88 (~P5(f8(f14(f12(f31(x67961,x67962),x67963,a1),f19(f22(x67964),a27),a1),f19(f22(x67964),a27),a1),x67963,a1)), % 88.10/87.88 inference(rename_variables,[],[3208])). % 88.10/87.88 cnf(6799,plain, % 88.10/87.88 (~P5(f8(f14(f12(f19(f22(x67991),a27),x67992,a1),f31(x67993,x67994),a1),f31(x67993,x67994),a1),x67992,a1)), % 88.10/87.88 inference(rename_variables,[],[2987])). % 88.10/87.88 cnf(6809,plain, % 88.10/87.88 (~P6(x68091,f14(f8(x68091,f19(f22(x68092),a27),a1),f19(f22(x68092),a27),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[4244])). % 88.10/87.88 cnf(6829,plain, % 88.10/87.88 (P5(f12(f14(f9(x68291,x68291,a1),x68292,a1),f12(f14(f9(x68293,x68293,a1),x68294,a1),x68295,a1),a1),x68295,a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1571,4615,3285,3116,4288,6676,153,2104,4630,1596,5047,5217,2987,6668,3208,5751,5420,5368,5818,4244,5269,3670,6698,6617,6047,5960,6085,6044,5993,5245,5635,5406,5955,6560,5986,2712,6745,6065,218,191,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097])). % 88.10/87.88 cnf(6830,plain, % 88.10/87.88 (P5(f12(f14(x68301,x68302,a1),f12(f14(f9(x68303,x68303,a1),x68304,a1),f12(f14(f9(x68305,x68301,a1),x68302,a1),x68306,a1),a1),a1),f12(f14(x68305,x68302,a1),x68306,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2712])). % 88.10/87.88 cnf(6838,plain, % 88.10/87.88 (~E(f11(f15(f6(f4(a1),a1)),a1),f3(a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1571,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,5047,5217,2987,6668,3208,5751,5420,5368,5818,4244,5269,3670,6698,6617,6047,5960,6085,6044,5993,5245,5635,5406,5955,6560,5986,2712,6745,6065,218,191,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416])). % 88.10/87.88 cnf(6842,plain, % 88.10/87.88 (P5(f12(f14(x68421,x68422,a1),f3(a1),a1),f12(f14(x68421,x68422,a1),f12(f14(x68423,x68422,a1),f11(f14(x68423,x68422,a1),a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1571,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,5047,5217,2987,6668,3208,5751,5420,5368,5818,4244,5269,5432,3670,6698,6617,6047,5960,6085,6044,5993,5245,5635,5406,5955,6560,5986,2712,6745,6065,218,191,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243])). % 88.10/87.88 cnf(6844,plain, % 88.10/87.88 (~E(f12(f14(x68441,x68442,a1),f5(f5(f22(x68443))),a1),f12(f14(x68441,x68442,a1),x68443,a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1571,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,5047,5217,2987,6668,3208,5751,5420,5368,5818,4244,5269,5432,3670,6698,6617,6047,5960,6085,6044,5993,5245,5635,5406,5955,6560,5986,2712,6745,6065,218,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224])). % 88.10/87.88 cnf(6846,plain, % 88.10/87.88 (P6(f3(a1),f6(f15(f6(f4(a1),a1)),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1571,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,5047,5217,2987,6668,3208,5751,5420,5368,5818,4244,5269,5432,3670,6698,6617,6047,5960,6085,6044,5993,5245,5635,5406,5955,6560,5986,2712,6745,6065,218,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534])). % 88.10/87.88 cnf(6852,plain, % 88.10/87.88 (~P5(f11(f3(a1),a1),f14(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1571,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6085,6044,5993,5245,5635,5406,5955,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775])). % 88.10/87.88 cnf(6854,plain, % 88.10/87.88 (~P6(f12(f13(f3(a1),a1),f13(f3(a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1382,1571,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6085,6044,5993,5245,5635,5406,5955,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901])). % 88.10/87.88 cnf(6856,plain, % 88.10/87.88 (~P5(f5(f5(f31(x68561,x68562))),f11(f3(a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1382,1571,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6085,6044,5993,5245,5635,5406,5955,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770])). % 88.10/87.88 cnf(6874,plain, % 88.10/87.88 (~P5(f10(f15(f6(f4(a1),a1)),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594])). % 88.10/87.88 cnf(6878,plain, % 88.10/87.88 (P52(f12(f14(f9(f9(f9(f9(x68781,x68781,a1),f9(x68782,x68782,a1),a1),f9(x68783,x68783,a1),a1),f9(x68784,x68784,a1),a1),x68785,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6106,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110])). % 88.10/87.88 cnf(6879,plain, % 88.10/87.88 (E(f12(f14(x68791,x68792,a1),x68793,a1),f12(f14(f9(x68791,f9(x68794,x68794,a1),a1),x68792,a1),x68793,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6883,plain, % 88.10/87.88 (P68(f12(f14(f9(f9(f9(f9(x68831,x68831,a1),f9(x68832,x68832,a1),a1),f9(x68833,x68833,a1),a1),f9(x68834,x68834,a1),a1),x68835,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6134,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142])). % 88.10/87.88 cnf(6884,plain, % 88.10/87.88 (E(f12(f14(x68841,x68842,a1),x68843,a1),f12(f14(f9(x68841,f9(x68844,x68844,a1),a1),x68842,a1),x68843,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6885,plain, % 88.10/87.88 (P62(f12(f14(f9(f9(f9(f9(x68851,x68851,a1),f9(x68852,x68852,a1),a1),f9(x68853,x68853,a1),a1),f9(x68854,x68854,a1),a1),x68855,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6134,6327,6050,6321,1844,1351,3639,155,3165,4313,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88])). % 88.10/87.88 cnf(6886,plain, % 88.10/87.88 (E(f12(f14(x68861,x68862,a1),x68863,a1),f12(f14(f9(x68861,f9(x68864,x68864,a1),a1),x68862,a1),x68863,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6889,plain, % 88.10/87.88 (P3(f12(f14(f9(f9(f9(f9(x68891,x68891,a1),f9(x68892,x68892,a1),a1),f9(x68893,x68893,a1),a1),f9(x68894,x68894,a1),a1),x68895,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6134,6137,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92])). % 88.10/87.88 cnf(6890,plain, % 88.10/87.88 (E(f12(f14(x68901,x68902,a1),x68903,a1),f12(f14(f9(x68901,f9(x68904,x68904,a1),a1),x68902,a1),x68903,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6891,plain, % 88.10/87.88 (P48(f12(f14(f9(f9(f9(f9(x68911,x68911,a1),f9(x68912,x68912,a1),a1),f9(x68913,x68913,a1),a1),f9(x68914,x68914,a1),a1),x68915,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6134,6137,6140,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122])). % 88.10/87.88 cnf(6892,plain, % 88.10/87.88 (E(f12(f14(x68921,x68922,a1),x68923,a1),f12(f14(f9(x68921,f9(x68924,x68924,a1),a1),x68922,a1),x68923,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6893,plain, % 88.10/87.88 (P4(f12(f14(f9(f9(f9(f9(x68931,x68931,a1),f9(x68932,x68932,a1),a1),f9(x68933,x68933,a1),a1),f9(x68934,x68934,a1),a1),x68935,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6134,6137,6140,6146,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101])). % 88.10/87.88 cnf(6894,plain, % 88.10/87.88 (E(f12(f14(x68941,x68942,a1),x68943,a1),f12(f14(f9(x68941,f9(x68944,x68944,a1),a1),x68942,a1),x68943,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6895,plain, % 88.10/87.88 (P61(f12(f14(f9(f9(f9(f9(x68951,x68951,a1),f9(x68952,x68952,a1),a1),f9(x68953,x68953,a1),a1),f9(x68954,x68954,a1),a1),x68955,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6146,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100])). % 88.10/87.88 cnf(6896,plain, % 88.10/87.88 (E(f12(f14(x68961,x68962,a1),x68963,a1),f12(f14(f9(x68961,f9(x68964,x68964,a1),a1),x68962,a1),x68963,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6897,plain, % 88.10/87.88 (P50(f12(f14(f9(f9(f9(f9(x68971,x68971,a1),f9(x68972,x68972,a1),a1),f9(x68973,x68973,a1),a1),f9(x68974,x68974,a1),a1),x68975,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6146,6158,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94])). % 88.10/87.88 cnf(6898,plain, % 88.10/87.88 (E(f12(f14(x68981,x68982,a1),x68983,a1),f12(f14(f9(x68981,f9(x68984,x68984,a1),a1),x68982,a1),x68983,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6899,plain, % 88.10/87.88 (P45(f12(f14(f9(f9(f9(f9(x68991,x68991,a1),f9(x68992,x68992,a1),a1),f9(x68993,x68993,a1),a1),f9(x68994,x68994,a1),a1),x68995,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6146,6158,6170,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106])). % 88.10/87.88 cnf(6900,plain, % 88.10/87.88 (E(f12(f14(x69001,x69002,a1),x69003,a1),f12(f14(f9(x69001,f9(x69004,x69004,a1),a1),x69002,a1),x69003,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6901,plain, % 88.10/87.88 (P72(f12(f14(f9(f9(f9(f9(x69011,x69011,a1),f9(x69012,x69012,a1),a1),f9(x69013,x69013,a1),a1),f9(x69014,x69014,a1),a1),x69015,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6158,6170,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147])). % 88.10/87.88 cnf(6902,plain, % 88.10/87.88 (E(f12(f14(x69021,x69022,a1),x69023,a1),f12(f14(f9(x69021,f9(x69024,x69024,a1),a1),x69022,a1),x69023,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6903,plain, % 88.10/87.88 (P26(f12(f14(f9(f9(f9(f9(x69031,x69031,a1),f9(x69032,x69032,a1),a1),f9(x69033,x69033,a1),a1),f9(x69034,x69034,a1),a1),x69035,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6152,6158,6170,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119])). % 88.10/87.88 cnf(6904,plain, % 88.10/87.88 (E(f12(f14(x69041,x69042,a1),x69043,a1),f12(f14(f9(x69041,f9(x69044,x69044,a1),a1),x69042,a1),x69043,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6905,plain, % 88.10/87.88 (P16(f12(f14(f9(f9(f9(f9(x69051,x69051,a1),f9(x69052,x69052,a1),a1),f9(x69053,x69053,a1),a1),f9(x69054,x69054,a1),a1),x69055,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6152,6158,6170,6200,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112])). % 88.10/87.88 cnf(6906,plain, % 88.10/87.88 (E(f12(f14(x69061,x69062,a1),x69063,a1),f12(f14(f9(x69061,f9(x69064,x69064,a1),a1),x69062,a1),x69063,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6907,plain, % 88.10/87.88 (P43(f12(f14(f9(f9(f9(f9(x69071,x69071,a1),f9(x69072,x69072,a1),a1),f9(x69073,x69073,a1),a1),f9(x69074,x69074,a1),a1),x69075,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6152,6158,6170,6200,6203,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118])). % 88.10/87.88 cnf(6908,plain, % 88.10/87.88 (E(f12(f14(x69081,x69082,a1),x69083,a1),f12(f14(f9(x69081,f9(x69084,x69084,a1),a1),x69082,a1),x69083,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6909,plain, % 88.10/87.88 (P46(f12(f14(f9(f9(f9(f9(x69091,x69091,a1),f9(x69092,x69092,a1),a1),f9(x69093,x69093,a1),a1),f9(x69094,x69094,a1),a1),x69095,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6152,6158,6161,6170,6200,6203,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93])). % 88.10/87.88 cnf(6910,plain, % 88.10/87.88 (E(f12(f14(x69101,x69102,a1),x69103,a1),f12(f14(f9(x69101,f9(x69104,x69104,a1),a1),x69102,a1),x69103,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6911,plain, % 88.10/87.88 (P30(f12(f14(f9(f9(f9(f9(x69111,x69111,a1),f9(x69112,x69112,a1),a1),f9(x69113,x69113,a1),a1),f9(x69114,x69114,a1),a1),x69115,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6152,6158,6161,6170,6200,6203,6209,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124])). % 88.10/87.88 cnf(6912,plain, % 88.10/87.88 (E(f12(f14(x69121,x69122,a1),x69123,a1),f12(f14(f9(x69121,f9(x69124,x69124,a1),a1),x69122,a1),x69123,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6913,plain, % 88.10/87.88 (P35(f12(f14(f9(f9(f9(f9(x69131,x69131,a1),f9(x69132,x69132,a1),a1),f9(x69133,x69133,a1),a1),f9(x69134,x69134,a1),a1),x69135,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6152,6158,6161,6170,6176,6200,6203,6209,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146])). % 88.10/87.88 cnf(6914,plain, % 88.10/87.88 (E(f12(f14(x69141,x69142,a1),x69143,a1),f12(f14(f9(x69141,f9(x69144,x69144,a1),a1),x69142,a1),x69143,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6915,plain, % 88.10/87.88 (P41(f12(f14(f9(f9(f9(f9(x69151,x69151,a1),f9(x69152,x69152,a1),a1),f9(x69153,x69153,a1),a1),f9(x69154,x69154,a1),a1),x69155,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6152,6158,6161,6164,6170,6176,6200,6203,6209,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137])). % 88.10/87.88 cnf(6916,plain, % 88.10/87.88 (E(f12(f14(x69161,x69162,a1),x69163,a1),f12(f14(f9(x69161,f9(x69164,x69164,a1),a1),x69162,a1),x69163,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6917,plain, % 88.10/87.88 (P65(f12(f14(f9(f9(f9(f9(x69171,x69171,a1),f9(x69172,x69172,a1),a1),f9(x69173,x69173,a1),a1),f9(x69174,x69174,a1),a1),x69175,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6152,6158,6161,6164,6170,6176,6197,6200,6203,6209,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108])). % 88.10/87.88 cnf(6918,plain, % 88.10/87.88 (E(f12(f14(x69181,x69182,a1),x69183,a1),f12(f14(f9(x69181,f9(x69184,x69184,a1),a1),x69182,a1),x69183,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6919,plain, % 88.10/87.88 (P56(f12(f14(f9(f9(f9(f9(x69191,x69191,a1),f9(x69192,x69192,a1),a1),f9(x69193,x69193,a1),a1),f9(x69194,x69194,a1),a1),x69195,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6158,6161,6164,6170,6176,6197,6200,6203,6209,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145])). % 88.10/87.88 cnf(6920,plain, % 88.10/87.88 (E(f12(f14(x69201,x69202,a1),x69203,a1),f12(f14(f9(x69201,f9(x69204,x69204,a1),a1),x69202,a1),x69203,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6921,plain, % 88.10/87.88 (P40(f12(f14(f9(f9(f9(f9(x69211,x69211,a1),f9(x69212,x69212,a1),a1),f9(x69213,x69213,a1),a1),f9(x69214,x69214,a1),a1),x69215,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6158,6161,6164,6170,6176,6197,6200,6203,6209,6212,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91])). % 88.10/87.88 cnf(6922,plain, % 88.10/87.88 (E(f12(f14(x69221,x69222,a1),x69223,a1),f12(f14(f9(x69221,f9(x69224,x69224,a1),a1),x69222,a1),x69223,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6923,plain, % 88.10/87.88 (P28(f12(f14(f9(f9(f9(f9(x69231,x69231,a1),f9(x69232,x69232,a1),a1),f9(x69233,x69233,a1),a1),f9(x69234,x69234,a1),a1),x69235,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6176,6197,6200,6203,6209,6212,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125])). % 88.10/87.88 cnf(6924,plain, % 88.10/87.88 (E(f12(f14(x69241,x69242,a1),x69243,a1),f12(f14(f9(x69241,f9(x69244,x69244,a1),a1),x69242,a1),x69243,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6925,plain, % 88.10/87.88 (P11(f12(f14(f9(f9(f9(f9(x69251,x69251,a1),f9(x69252,x69252,a1),a1),f9(x69253,x69253,a1),a1),f9(x69254,x69254,a1),a1),x69255,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6176,6185,6197,6200,6203,6209,6212,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134])). % 88.10/87.88 cnf(6926,plain, % 88.10/87.88 (E(f12(f14(x69261,x69262,a1),x69263,a1),f12(f14(f9(x69261,f9(x69264,x69264,a1),a1),x69262,a1),x69263,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6927,plain, % 88.10/87.88 (P67(f12(f14(f9(f9(f9(f9(x69271,x69271,a1),f9(x69272,x69272,a1),a1),f9(x69273,x69273,a1),a1),f9(x69274,x69274,a1),a1),x69275,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6176,6185,6197,6200,6203,6209,6212,6223,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132])). % 88.10/87.88 cnf(6928,plain, % 88.10/87.88 (E(f12(f14(x69281,x69282,a1),x69283,a1),f12(f14(f9(x69281,f9(x69284,x69284,a1),a1),x69282,a1),x69283,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6929,plain, % 88.10/87.88 (P14(f12(f14(f9(f9(f9(f9(x69291,x69291,a1),f9(x69292,x69292,a1),a1),f9(x69293,x69293,a1),a1),f9(x69294,x69294,a1),a1),x69295,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6005,6404,6344,2418,1670,4626,5448,6619,6716,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6176,6185,6197,6200,6203,6209,6212,6223,6228,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139])). % 88.10/87.88 cnf(6930,plain, % 88.10/87.88 (E(f12(f14(x69301,x69302,a1),x69303,a1),f12(f14(f9(x69301,f9(x69304,x69304,a1),a1),x69302,a1),x69303,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6931,plain, % 88.10/87.88 (P5(f12(f14(f9(x69311,x69311,a1),x69312,a1),f5(f5(x69313)),a1),x69313,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6176,6185,6197,6200,6203,6209,6212,6223,6228,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85])). % 88.10/87.88 cnf(6933,plain, % 88.10/87.88 (E(f12(f14(f9(x69331,x69331,a1),x69332,a1),x69333,a1),x69333)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6934,plain, % 88.10/87.88 (P24(f12(f14(f9(f9(f9(f9(x69341,x69341,a1),f9(x69342,x69342,a1),a1),f9(x69343,x69343,a1),a1),f9(x69344,x69344,a1),a1),x69345,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6185,6197,6200,6203,6209,6212,6223,6228,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128])). % 88.10/87.88 cnf(6935,plain, % 88.10/87.88 (E(f12(f14(x69351,x69352,a1),x69353,a1),f12(f14(f9(x69351,f9(x69354,x69354,a1),a1),x69352,a1),x69353,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6936,plain, % 88.10/87.88 (P58(f12(f14(f9(f9(f9(f9(x69361,x69361,a1),f9(x69362,x69362,a1),a1),f9(x69363,x69363,a1),a1),f9(x69364,x69364,a1),a1),x69365,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6185,6197,6200,6203,6209,6212,6223,6228,6246,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141])). % 88.10/87.88 cnf(6937,plain, % 88.10/87.88 (E(f12(f14(x69371,x69372,a1),x69373,a1),f12(f14(f9(x69371,f9(x69374,x69374,a1),a1),x69372,a1),x69373,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6938,plain, % 88.10/87.88 (P53(f12(f14(f9(f9(f9(f9(x69381,x69381,a1),f9(x69382,x69382,a1),a1),f9(x69383,x69383,a1),a1),f9(x69384,x69384,a1),a1),x69385,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6197,6200,6203,6209,6212,6223,6228,6246,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113])). % 88.10/87.88 cnf(6939,plain, % 88.10/87.88 (E(f12(f14(x69391,x69392,a1),x69393,a1),f12(f14(f9(x69391,f9(x69394,x69394,a1),a1),x69392,a1),x69393,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6940,plain, % 88.10/87.88 (P34(f12(f14(f9(f9(f9(f9(x69401,x69401,a1),f9(x69402,x69402,a1),a1),f9(x69403,x69403,a1),a1),f9(x69404,x69404,a1),a1),x69405,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6197,6200,6203,6209,6212,6223,6228,6246,6258,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105])). % 88.10/87.88 cnf(6941,plain, % 88.10/87.88 (E(f12(f14(x69411,x69412,a1),x69413,a1),f12(f14(f9(x69411,f9(x69414,x69414,a1),a1),x69412,a1),x69413,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6942,plain, % 88.10/87.88 (P57(f12(f14(f9(f9(f9(f9(x69421,x69421,a1),f9(x69422,x69422,a1),a1),f9(x69423,x69423,a1),a1),f9(x69424,x69424,a1),a1),x69425,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6197,6200,6203,6209,6212,6223,6228,6234,6246,6258,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135])). % 88.10/87.88 cnf(6943,plain, % 88.10/87.88 (E(f12(f14(x69431,x69432,a1),x69433,a1),f12(f14(f9(x69431,f9(x69434,x69434,a1),a1),x69432,a1),x69433,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6944,plain, % 88.10/87.88 (P44(f12(f14(f9(f9(f9(f9(x69441,x69441,a1),f9(x69442,x69442,a1),a1),f9(x69443,x69443,a1),a1),f9(x69444,x69444,a1),a1),x69445,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6197,6200,6203,6209,6212,6215,6223,6228,6234,6246,6258,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126])). % 88.10/87.88 cnf(6945,plain, % 88.10/87.88 (E(f12(f14(x69451,x69452,a1),x69453,a1),f12(f14(f9(x69451,f9(x69454,x69454,a1),a1),x69452,a1),x69453,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6946,plain, % 88.10/87.88 (P12(f12(f14(f9(f9(f9(f9(x69461,x69461,a1),f9(x69462,x69462,a1),a1),f9(x69463,x69463,a1),a1),f9(x69464,x69464,a1),a1),x69465,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6197,6200,6203,6209,6212,6215,6223,6228,6234,6237,6246,6258,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98])). % 88.10/87.88 cnf(6947,plain, % 88.10/87.88 (E(f12(f14(x69471,x69472,a1),x69473,a1),f12(f14(f9(x69471,f9(x69474,x69474,a1),a1),x69472,a1),x69473,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6948,plain, % 88.10/87.88 (P18(f12(f14(f9(f9(f9(f9(x69481,x69481,a1),f9(x69482,x69482,a1),a1),f9(x69483,x69483,a1),a1),f9(x69484,x69484,a1),a1),x69485,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6197,6200,6203,6209,6212,6215,6223,6228,6234,6237,6240,6246,6258,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130])). % 88.10/87.88 cnf(6949,plain, % 88.10/87.88 (E(f12(f14(x69491,x69492,a1),x69493,a1),f12(f14(f9(x69491,f9(x69494,x69494,a1),a1),x69492,a1),x69493,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6950,plain, % 88.10/87.88 (P69(f12(f14(f9(f9(f9(f9(x69501,x69501,a1),f9(x69502,x69502,a1),a1),f9(x69503,x69503,a1),a1),f9(x69504,x69504,a1),a1),x69505,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6197,6200,6203,6209,6212,6215,6223,6228,6234,6237,6240,6246,6258,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136])). % 88.10/87.88 cnf(6951,plain, % 88.10/87.88 (E(f12(f14(x69511,x69512,a1),x69513,a1),f12(f14(f9(x69511,f9(x69514,x69514,a1),a1),x69512,a1),x69513,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6952,plain, % 88.10/87.88 (P47(f12(f14(f9(f9(f9(f9(x69521,x69521,a1),f9(x69522,x69522,a1),a1),f9(x69523,x69523,a1),a1),f9(x69524,x69524,a1),a1),x69525,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6197,6200,6203,6209,6212,6215,6223,6228,6231,6234,6237,6240,6246,6258,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133])). % 88.10/87.88 cnf(6953,plain, % 88.10/87.88 (E(f12(f14(x69531,x69532,a1),x69533,a1),f12(f14(f9(x69531,f9(x69534,x69534,a1),a1),x69532,a1),x69533,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6954,plain, % 88.10/87.88 (P19(f12(f14(f9(f9(f9(f9(x69541,x69541,a1),f9(x69542,x69542,a1),a1),f9(x69543,x69543,a1),a1),f9(x69544,x69544,a1),a1),x69545,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6194,6197,6200,6203,6209,6212,6215,6223,6228,6231,6234,6237,6240,6246,6258,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150])). % 88.10/87.88 cnf(6955,plain, % 88.10/87.88 (E(f12(f14(x69551,x69552,a1),x69553,a1),f12(f14(f9(x69551,f9(x69554,x69554,a1),a1),x69552,a1),x69553,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6956,plain, % 88.10/87.88 (P70(f12(f14(f9(f9(f9(f9(x69561,x69561,a1),f9(x69562,x69562,a1),a1),f9(x69563,x69563,a1),a1),f9(x69564,x69564,a1),a1),x69565,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6182,6185,6194,6197,6200,6203,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6258,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127])). % 88.10/87.88 cnf(6957,plain, % 88.10/87.88 (E(f12(f14(x69571,x69572,a1),x69573,a1),f12(f14(f9(x69571,f9(x69574,x69574,a1),a1),x69572,a1),x69573,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6958,plain, % 88.10/87.88 (P38(f12(f14(f9(f9(f9(f9(x69581,x69581,a1),f9(x69582,x69582,a1),a1),f9(x69583,x69583,a1),a1),f9(x69584,x69584,a1),a1),x69585,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6194,6197,6200,6203,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6258,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117])). % 88.10/87.88 cnf(6959,plain, % 88.10/87.88 (E(f12(f14(x69591,x69592,a1),x69593,a1),f12(f14(f9(x69591,f9(x69594,x69594,a1),a1),x69592,a1),x69593,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6960,plain, % 88.10/87.88 (P71(f12(f14(f9(f9(f9(f9(x69601,x69601,a1),f9(x69602,x69602,a1),a1),f9(x69603,x69603,a1),a1),f9(x69604,x69604,a1),a1),x69605,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6194,6197,6200,6203,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6258,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143])). % 88.10/87.88 cnf(6961,plain, % 88.10/87.88 (E(f12(f14(x69611,x69612,a1),x69613,a1),f12(f14(f9(x69611,f9(x69614,x69614,a1),a1),x69612,a1),x69613,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6962,plain, % 88.10/87.88 (P9(f12(f14(f9(f9(f9(f9(x69621,x69621,a1),f9(x69622,x69622,a1),a1),f9(x69623,x69623,a1),a1),f9(x69624,x69624,a1),a1),x69625,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6194,6197,6200,6203,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6258,6264,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102])). % 88.10/87.88 cnf(6963,plain, % 88.10/87.88 (E(f12(f14(x69631,x69632,a1),x69633,a1),f12(f14(f9(x69631,f9(x69634,x69634,a1),a1),x69632,a1),x69633,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6964,plain, % 88.10/87.88 (P17(f12(f14(f9(f9(f9(f9(x69641,x69641,a1),f9(x69642,x69642,a1),a1),f9(x69643,x69643,a1),a1),f9(x69644,x69644,a1),a1),x69645,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6258,6264,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148])). % 88.10/87.88 cnf(6965,plain, % 88.10/87.88 (E(f12(f14(x69651,x69652,a1),x69653,a1),f12(f14(f9(x69651,f9(x69654,x69654,a1),a1),x69652,a1),x69653,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6966,plain, % 88.10/87.88 (P21(f12(f14(f9(f9(f9(f9(x69661,x69661,a1),f9(x69662,x69662,a1),a1),f9(x69663,x69663,a1),a1),f9(x69664,x69664,a1),a1),x69665,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6252,6258,6264,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140])). % 88.10/87.88 cnf(6967,plain, % 88.10/87.88 (E(f12(f14(x69671,x69672,a1),x69673,a1),f12(f14(f9(x69671,f9(x69674,x69674,a1),a1),x69672,a1),x69673,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6968,plain, % 88.10/87.88 (P27(f12(f14(f9(f9(f9(f9(x69681,x69681,a1),f9(x69682,x69682,a1),a1),f9(x69683,x69683,a1),a1),f9(x69684,x69684,a1),a1),x69685,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6258,6264,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111])). % 88.10/87.88 cnf(6969,plain, % 88.10/87.88 (E(f12(f14(x69691,x69692,a1),x69693,a1),f12(f14(f9(x69691,f9(x69694,x69694,a1),a1),x69692,a1),x69693,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6970,plain, % 88.10/87.88 (P22(f12(f14(f9(f9(f9(f9(x69701,x69701,a1),f9(x69702,x69702,a1),a1),f9(x69703,x69703,a1),a1),f9(x69704,x69704,a1),a1),x69705,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6005,6404,6344,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6258,6264,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144])). % 88.10/87.88 cnf(6971,plain, % 88.10/87.88 (E(f12(f14(x69711,x69712,a1),x69713,a1),f12(f14(f9(x69711,f9(x69714,x69714,a1),a1),x69712,a1),x69713,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6972,plain, % 88.10/87.88 (P36(f12(f14(f9(f9(x69721,x69721,a1),f9(x69722,x69722,a1),a1),x69723,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6258,6264,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123])). % 88.10/87.88 cnf(6973,plain, % 88.10/87.88 (E(f12(f14(x69731,x69732,a1),x69733,a1),f12(f14(f9(x69731,f9(x69734,x69734,a1),a1),x69732,a1),x69733,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6974,plain, % 88.10/87.88 (P33(f12(f14(f9(f9(f9(f9(x69741,x69741,a1),f9(x69742,x69742,a1),a1),f9(x69743,x69743,a1),a1),f9(x69744,x69744,a1),a1),x69745,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6258,6261,6264,6273,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99])). % 88.10/87.88 cnf(6975,plain, % 88.10/87.88 (E(f12(f14(x69751,x69752,a1),x69753,a1),f12(f14(f9(x69751,f9(x69754,x69754,a1),a1),x69752,a1),x69753,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6976,plain, % 88.10/87.88 (P55(f12(f14(f9(f9(f9(f9(x69761,x69761,a1),f9(x69762,x69762,a1),a1),f9(x69763,x69763,a1),a1),f9(x69764,x69764,a1),a1),x69765,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6258,6261,6264,6273,6279,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115])). % 88.10/87.88 cnf(6977,plain, % 88.10/87.88 (E(f12(f14(x69771,x69772,a1),x69773,a1),f12(f14(f9(x69771,f9(x69774,x69774,a1),a1),x69772,a1),x69773,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6978,plain, % 88.10/87.88 (P39(f12(f14(f9(f9(f9(f9(x69781,x69781,a1),f9(x69782,x69782,a1),a1),f9(x69783,x69783,a1),a1),f9(x69784,x69784,a1),a1),x69785,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6258,6261,6264,6267,6273,6279,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76])). % 88.10/87.88 cnf(6979,plain, % 88.10/87.88 (E(f12(f14(x69791,x69792,a1),x69793,a1),f12(f14(f9(x69791,f9(x69794,x69794,a1),a1),x69792,a1),x69793,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6980,plain, % 88.10/87.88 (P49(f12(f14(f9(f9(f9(f9(x69801,x69801,a1),f9(x69802,x69802,a1),a1),f9(x69803,x69803,a1),a1),f9(x69804,x69804,a1),a1),x69805,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6258,6261,6264,6267,6270,6273,6279,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90])). % 88.10/87.88 cnf(6981,plain, % 88.10/87.88 (E(f12(f14(x69811,x69812,a1),x69813,a1),f12(f14(f9(x69811,f9(x69814,x69814,a1),a1),x69812,a1),x69813,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6983,plain, % 88.10/87.88 (E(x69831,f12(f14(f9(x69832,x69832,a1),x69833,a1),x69831,a1))), % 88.10/87.88 inference(rename_variables,[],[1773])). % 88.10/87.88 cnf(6984,plain, % 88.10/87.88 (P37(f12(f14(f9(f9(f9(f9(x69841,x69841,a1),f9(x69842,x69842,a1),a1),f9(x69843,x69843,a1),a1),f9(x69844,x69844,a1),a1),x69845,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109])). % 88.10/87.88 cnf(6985,plain, % 88.10/87.88 (E(f12(f14(x69851,x69852,a1),x69853,a1),f12(f14(f9(x69851,f9(x69854,x69854,a1),a1),x69852,a1),x69853,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6986,plain, % 88.10/87.88 (P51(f12(f14(f9(f9(f9(f9(x69861,x69861,a1),f9(x69862,x69862,a1),a1),f9(x69863,x69863,a1),a1),f9(x69864,x69864,a1),a1),x69865,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6292,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103])). % 88.10/87.88 cnf(6987,plain, % 88.10/87.88 (E(f12(f14(x69871,x69872,a1),x69873,a1),f12(f14(f9(x69871,f9(x69874,x69874,a1),a1),x69872,a1),x69873,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6988,plain, % 88.10/87.88 (P66(f12(f14(f9(f9(f9(f9(x69881,x69881,a1),f9(x69882,x69882,a1),a1),f9(x69883,x69883,a1),a1),f9(x69884,x69884,a1),a1),x69885,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6292,6295,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104])). % 88.10/87.88 cnf(6989,plain, % 88.10/87.88 (E(f12(f14(x69891,x69892,a1),x69893,a1),f12(f14(f9(x69891,f9(x69894,x69894,a1),a1),x69892,a1),x69893,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6990,plain, % 88.10/87.88 (P42(f12(f14(f9(f9(f9(f9(x69901,x69901,a1),f9(x69902,x69902,a1),a1),f9(x69903,x69903,a1),a1),f9(x69904,x69904,a1),a1),x69905,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6284,6292,6295,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131])). % 88.10/87.88 cnf(6991,plain, % 88.10/87.88 (E(f12(f14(x69911,x69912,a1),x69913,a1),f12(f14(f9(x69911,f9(x69914,x69914,a1),a1),x69912,a1),x69913,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6992,plain, % 88.10/87.88 (P29(f12(f14(f9(f9(f9(f9(x69921,x69921,a1),f9(x69922,x69922,a1),a1),f9(x69923,x69923,a1),a1),f9(x69924,x69924,a1),a1),x69925,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6284,6292,6295,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107])). % 88.10/87.88 cnf(6993,plain, % 88.10/87.88 (E(f12(f14(x69931,x69932,a1),x69933,a1),f12(f14(f9(x69931,f9(x69934,x69934,a1),a1),x69932,a1),x69933,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(6994,plain, % 88.10/87.88 (P6(f12(f14(f9(x69941,x69941,a1),x69942,a1),f3(a1),a1),f5(f5(f31(x69943,x69944))),f5(f12(f14(f9(x69945,x69945,a1),x69946,a1),f5(a1),a1)))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6287,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6284,6292,6295,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79])). % 88.10/87.88 cnf(6995,plain, % 88.10/87.88 (P6(f12(f14(f9(x69951,x69951,a1),x69952,a1),f3(a1),a1),f12(f14(f9(x69953,x69953,a1),x69954,a1),f5(f5(f31(x69955,x69956))),a1),f5(f12(f14(f9(x69957,x69957,a1),x69958,a1),f5(a1),a1)))), % 88.10/87.88 inference(rename_variables,[],[6287])). % 88.10/87.88 cnf(6996,plain, % 88.10/87.88 (E(f12(f14(f9(x69961,x69961,a1),x69962,a1),x69963,a1),x69963)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(6999,plain, % 88.10/87.88 (E(f12(f14(f9(x69991,x69991,a1),x69992,a1),x69993,a1),x69993)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(7000,plain, % 88.10/87.88 (P54(f12(f14(f9(f9(f9(f9(x70001,x70001,a1),f9(x70002,x70002,a1),a1),f9(x70003,x70003,a1),a1),f9(x70004,x70004,a1),a1),x70005,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6284,6292,6295,6315,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152])). % 88.10/87.88 cnf(7001,plain, % 88.10/87.88 (E(f12(f14(x70011,x70012,a1),x70013,a1),f12(f14(f9(x70011,f9(x70014,x70014,a1),a1),x70012,a1),x70013,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7002,plain, % 88.10/87.88 (P23(f12(f14(f9(f9(f9(f9(x70021,x70021,a1),f9(x70022,x70022,a1),a1),f9(x70023,x70023,a1),a1),f9(x70024,x70024,a1),a1),x70025,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6284,6292,6295,6301,6315,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120])). % 88.10/87.88 cnf(7003,plain, % 88.10/87.88 (E(f12(f14(x70031,x70032,a1),x70033,a1),f12(f14(f9(x70031,f9(x70034,x70034,a1),a1),x70032,a1),x70033,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7004,plain, % 88.10/87.88 (P60(f12(f14(f9(f9(f9(f9(x70041,x70041,a1),f9(x70042,x70042,a1),a1),f9(x70043,x70043,a1),a1),f9(x70044,x70044,a1),a1),x70045,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,1773,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6279,6284,6292,6295,6301,6315,6318,6327,6050,6321,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87])). % 88.10/87.88 cnf(7005,plain, % 88.10/87.88 (E(f12(f14(x70051,x70052,a1),x70053,a1),f12(f14(f9(x70051,f9(x70054,x70054,a1),a1),x70052,a1),x70053,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7007,plain, % 88.10/87.88 (E(x70071,f12(f14(f9(x70072,x70072,a1),x70073,a1),x70071,a1))), % 88.10/87.88 inference(rename_variables,[],[1773])). % 88.10/87.88 cnf(7008,plain, % 88.10/87.88 (P32(f12(f14(f9(f9(f9(f9(x70081,x70081,a1),f9(x70082,x70082,a1),a1),f9(x70083,x70083,a1),a1),f9(x70084,x70084,a1),a1),x70085,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,1773,6983,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6292,6295,6301,6315,6318,6327,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82])). % 88.10/87.88 cnf(7009,plain, % 88.10/87.88 (E(f12(f14(x70091,x70092,a1),x70093,a1),f12(f14(f9(x70091,f9(x70094,x70094,a1),a1),x70092,a1),x70093,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7010,plain, % 88.10/87.88 (P63(f12(f14(f9(f9(f9(f9(x70101,x70101,a1),f9(x70102,x70102,a1),a1),f9(x70103,x70103,a1),a1),f9(x70104,x70104,a1),a1),x70105,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,1773,6983,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6292,6295,6301,6306,6315,6318,6327,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89])). % 88.10/87.88 cnf(7011,plain, % 88.10/87.88 (E(f12(f14(x70111,x70112,a1),x70113,a1),f12(f14(f9(x70111,f9(x70114,x70114,a1),a1),x70112,a1),x70113,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7012,plain, % 88.10/87.88 (P64(f12(f14(f9(f9(f9(f9(x70121,x70121,a1),f9(x70122,x70122,a1),a1),f9(x70123,x70123,a1),a1),f9(x70124,x70124,a1),a1),x70125,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,1773,6983,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,6005,6404,6344,2476,2418,1670,4626,5448,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6301,6306,6315,6318,6327,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121])). % 88.10/87.88 cnf(7013,plain, % 88.10/87.88 (E(f12(f14(x70131,x70132,a1),x70133,a1),f12(f14(f9(x70131,f9(x70134,x70134,a1),a1),x70132,a1),x70133,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7015,plain, % 88.10/87.88 (E(f12(f14(x70151,x70152,a1),x70153,a1),f12(f14(f9(x70151,f9(x70154,x70154,a1),a1),x70152,a1),x70153,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7018,plain, % 88.10/87.88 (P59(f12(f14(f9(f9(f9(f9(x70181,x70181,a1),f9(x70182,x70182,a1),a1),f9(x70183,x70183,a1),a1),f9(x70184,x70184,a1),a1),x70185,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,1773,6983,7007,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,6005,6404,6344,2741,2476,2418,1670,4035,4626,5448,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6315,6318,6327,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86])). % 88.10/87.88 cnf(7019,plain, % 88.10/87.88 (E(f12(f14(x70191,x70192,a1),x70193,a1),f12(f14(f9(x70191,f9(x70194,x70194,a1),a1),x70192,a1),x70193,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7020,plain, % 88.10/87.88 (P1(f12(f14(x70201,x70202,a1),f12(f14(f9(x70203,x70201,a1),x70202,a1),f12(f14(f9(f9(x70204,x70204,a1),x70203,a1),x70202,a1),f5(f5(a27)),a1),a1),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,2000,1773,6983,7007,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,6005,6404,6344,2741,2476,2418,1670,4035,4626,5448,4113,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6315,6318,6327,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75])). % 88.10/87.88 cnf(7022,plain, % 88.10/87.88 (P10(f12(f14(f9(f9(f9(f9(x70221,x70221,a1),f9(x70222,x70222,a1),a1),f9(x70223,x70223,a1),a1),f9(x70224,x70224,a1),a1),x70225,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,2000,1773,6983,7007,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,6005,6404,6344,2741,2476,2418,1670,4035,4626,5448,4113,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6315,6318,6324,6327,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116])). % 88.10/87.88 cnf(7023,plain, % 88.10/87.88 (E(f12(f14(x70231,x70232,a1),x70233,a1),f12(f14(f9(x70231,f9(x70234,x70234,a1),a1),x70232,a1),x70233,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7026,plain, % 88.10/87.88 (P31(f12(f14(f9(f9(f9(f9(x70261,x70261,a1),f9(x70262,x70262,a1),a1),f9(x70263,x70263,a1),a1),f9(x70264,x70264,a1),a1),x70265,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,2000,1773,6983,7007,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,6005,6404,6344,2741,2476,2418,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,3748,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81])). % 88.10/87.88 cnf(7027,plain, % 88.10/87.88 (E(f12(f14(x70271,x70272,a1),x70273,a1),f12(f14(f9(x70271,f9(x70274,x70274,a1),a1),x70272,a1),x70273,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7028,plain, % 88.10/87.88 (P5(f5(f5(f5(f5(x70281)))),x70281,f12(f14(f9(x70282,x70282,a1),x70283,a1),a1,a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,6005,6404,6344,2741,2476,2418,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,3748,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83])). % 88.10/87.88 cnf(7031,plain, % 88.10/87.88 (P20(f12(f14(f9(f9(f9(f9(x70311,x70311,a1),f9(x70312,x70312,a1),a1),f9(x70313,x70313,a1),a1),f9(x70314,x70314,a1),a1),x70315,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,6005,6404,6344,2741,2476,2418,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,3748,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129])). % 88.10/87.88 cnf(7032,plain, % 88.10/87.88 (E(f12(f14(x70321,x70322,a1),x70323,a1),f12(f14(f9(x70321,f9(x70324,x70324,a1),a1),x70322,a1),x70323,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7034,plain, % 88.10/87.88 (P25(f12(f14(f9(f9(f9(f9(x70341,x70341,a1),f9(x70342,x70342,a1),a1),f9(x70343,x70343,a1),a1),f9(x70344,x70344,a1),a1),x70345,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,6099,6340,6695,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,2654,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,3748,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114])). % 88.10/87.88 cnf(7038,plain, % 88.10/87.88 (E(x70381,f12(f14(f9(x70382,x70382,a1),x70383,a1),f12(f14(f9(x70384,x70384,a1),x70385,a1),x70381,a1),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,6050,6321,5588,1844,1351,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,2104,4630,1596,3230,3862,5047,5217,4575,2987,6668,3208,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,2654,6617,6047,5960,6511,6085,6044,5993,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,3748,218,191,166,226,175,164,253,216,204,252,183,195,270,198,160,199,202,200,174,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698])). % 88.10/87.88 cnf(7042,plain, % 88.10/87.88 (P5(f3(a1),f19(x70421,a27),a1)), % 88.10/87.88 inference(rename_variables,[],[305])). % 88.10/87.88 cnf(7047,plain, % 88.10/87.88 (P5(f5(f5(x70471)),x70471,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(7050,plain, % 88.10/87.88 (~P5(f8(f14(f12(f19(f22(x70501),a27),x70502,a1),f31(x70503,x70504),a1),f31(x70503,x70504),a1),x70502,a1)), % 88.10/87.88 inference(rename_variables,[],[2987])). % 88.10/87.88 cnf(7054,plain, % 88.10/87.88 (P5(x70541,f5(f5(x70541)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7056,plain, % 88.10/87.88 (~P6(f12(f14(f9(x70561,x70561,a1),x70562,a1),f14(f8(x70563,f31(x70564,x70565),a1),f31(x70564,x70565),a1),a1),x70563,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,6050,6321,5588,1844,1351,6730,1349,307,3639,155,3165,4313,3601,262,3170,3193,1365,1382,1571,2929,4615,3285,3656,3116,4288,6676,153,4639,2104,305,4630,1596,3230,3862,5047,5217,4575,2987,6668,6799,3208,4981,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,2654,6617,6047,5960,6511,6085,6044,5993,5807,5245,5635,5406,5955,6011,6560,5986,2712,6745,6065,3748,218,191,162,166,226,175,164,253,181,216,204,252,183,195,270,198,160,199,202,200,174,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081])). % 88.10/87.88 cnf(7076,plain, % 88.10/87.88 (~P6(x70761,f14(f8(x70761,f12(f4(a1),f6(x70762,a1),a1),a1),f12(f4(a1),f6(x70762,a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,6050,6321,6221,5588,1844,2917,1351,6730,7047,1349,318,307,3639,155,3165,4313,3601,330,1933,262,1523,3170,3193,1365,1382,4385,1571,2929,4615,3285,3656,3116,4288,6676,153,4639,2104,305,4630,1596,3230,3862,5047,5217,4575,2987,6668,6799,3208,4981,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,2654,6617,6047,5960,6511,6085,3873,6044,5993,5807,5245,5635,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,166,226,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111])). % 88.10/87.88 cnf(7077,plain, % 88.10/87.88 (~P6(x70771,x70771,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7080,plain, % 88.10/87.88 (P5(f5(f5(x70801)),x70801,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(7095,plain, % 88.10/87.88 (P5(f10(f31(x70951,x70952),a1),f10(f5(f5(f31(x70951,x70952))),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,6050,6321,6221,5588,1844,2917,1351,6730,7047,7080,1349,318,307,3467,3639,155,3165,4313,3601,330,4915,1933,262,1523,3170,3193,1365,1382,4385,1571,2929,4615,3285,3656,3675,4339,3116,4288,6676,153,4639,2104,305,4630,3664,1596,3230,3862,5047,5217,4575,2987,6668,6799,3208,4981,5751,5420,5368,5360,5818,4244,5269,5432,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5807,5245,5635,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,166,226,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844])). % 88.10/87.88 cnf(7096,plain, % 88.10/87.88 (P5(f5(f5(x70961)),x70961,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(7109,plain, % 88.10/87.88 (~P5(f14(f12(f19(f22(x71091),a27),f12(f12(x71092,x71093,a1),f6(x71093,a1),a1),a1),f31(x71094,x71095),a1),f14(x71092,f31(x71094,x71095),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,5588,1844,2917,1351,6730,7047,7080,1349,318,310,307,3467,3639,155,3165,4313,3601,330,4915,1933,262,1523,3170,3193,1365,1382,4385,1571,2929,4615,3285,3656,3675,4339,3116,4288,6676,153,4639,2104,305,4630,3664,1596,3230,3862,5047,5217,4575,2987,6668,6799,3742,3208,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5807,6537,5245,5635,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,166,226,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112])). % 88.10/87.88 cnf(7112,plain, % 88.10/87.88 (~P6(f14(f8(f8(f14(x71121,f19(f22(x71122),a27),a1),f19(f22(x71122),a27),a1),f31(x71123,x71124),a1),f31(x71123,x71124),a1),x71121,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,5588,1844,2917,1351,6730,7047,7080,1349,318,310,307,3467,3639,155,3165,4313,3601,330,4915,1933,262,1523,3170,3193,1365,1382,4385,1571,2929,4615,3285,3656,3675,4339,3116,4288,6676,153,4639,2104,305,4630,3664,1596,3230,3862,5047,5217,4575,2987,6668,6799,3742,3208,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5709,5807,6537,5245,5635,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,166,226,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082])). % 88.10/87.88 cnf(7116,plain, % 88.10/87.88 (P5(x71161,f5(f5(x71161)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7130,plain, % 88.10/87.88 (P6(f11(f6(f4(a1),a1),a1),f31(x71301,x71302),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,5588,1844,2917,1351,6730,7047,7080,1349,7054,318,310,307,3467,3639,155,3165,4313,3601,330,4915,1933,262,1523,3170,3193,1365,1382,4385,3699,1571,2929,4615,3285,3656,3675,4339,3116,4288,6676,153,4639,2104,305,4630,3664,1596,3230,3862,5047,5217,4575,2987,6668,6799,3742,3208,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5709,5807,6537,5245,5635,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,166,226,235,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797])). % 88.10/87.88 cnf(7134,plain, % 88.10/87.88 (P5(f3(a1),f19(x71341,a27),a1)), % 88.10/87.88 inference(rename_variables,[],[305])). % 88.10/87.88 cnf(7136,plain, % 88.10/87.88 (~P5(f12(f31(x71361,x71362),f8(f12(f14(f9(x71363,x71363,a1),x71364,a1),f14(x71365,f19(f22(x71366),a27),a1),a1),f19(f22(x71366),a27),a1),a1),x71365,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,5588,1844,2917,1351,6730,7047,7080,1349,7054,318,310,307,3467,3639,155,3165,4313,3601,330,4915,1933,262,1523,3170,3193,1365,1382,4385,3699,1571,2929,4615,3285,3656,3675,4339,3116,4288,6676,153,4639,2104,305,7042,7134,4630,3664,1596,3230,3862,5047,5217,4575,2987,6668,6799,3742,3208,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5709,5807,5832,6537,5760,5245,5635,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,185,166,226,235,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088])). % 88.10/87.88 cnf(7138,plain, % 88.10/87.88 (P5(f3(a1),f19(x71381,a27),a1)), % 88.10/87.88 inference(rename_variables,[],[305])). % 88.10/87.88 cnf(7156,plain, % 88.10/87.88 (~P6(x71561,x71561,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7158,plain, % 88.10/87.88 (~P6(f6(f6(f4(a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6226,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,3984,5588,4077,1844,2917,1351,6730,7047,7080,1349,7054,318,310,307,3467,3639,155,3165,4313,3601,330,7077,4915,1933,262,1523,3170,3193,1365,1382,4385,3699,1591,1571,2929,4615,3285,3656,3675,4339,3116,4288,6676,153,4639,2104,301,305,7042,7134,4630,3664,1596,3230,3862,5047,5217,4575,3490,2987,6668,6799,3742,3208,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5709,5807,5832,6537,5760,5245,5635,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,185,300,166,193,226,235,175,241,164,253,227,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088,922,799,967,762,1155,1109,964])). % 88.10/87.88 cnf(7159,plain, % 88.10/87.88 (P5(x71591,x71591,a1)), % 88.10/87.88 inference(rename_variables,[],[300])). % 88.10/87.88 cnf(7166,plain, % 88.10/87.88 (~P6(x71661,x71661,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7172,plain, % 88.10/87.88 (P5(x71721,x71721,a1)), % 88.10/87.88 inference(rename_variables,[],[300])). % 88.10/87.88 cnf(7175,plain, % 88.10/87.88 (P5(f5(f5(x71751)),x71751,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(7191,plain, % 88.10/87.88 (~P6(f3(a1),f14(f8(f8(f3(a1),f19(f22(x71911),a27),a1),f31(x71912,x71913),a1),f31(x71912,x71913),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6226,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,3984,5588,4077,1844,2917,1351,6730,7047,7080,7096,7175,1349,7054,318,1577,310,307,1357,3467,3639,155,3165,4313,3601,330,7077,7156,4915,4564,1933,262,1523,3170,3193,1365,1382,4385,3699,1591,1571,2929,4615,3285,3656,3675,4339,3116,4288,6676,6786,153,4639,2104,301,305,7042,7134,4630,4361,3664,1596,3230,3862,5047,5217,4575,3490,2987,6668,6799,3742,3208,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,2205,5252,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5709,5807,5832,6537,5760,5245,5635,5998,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,185,300,7159,166,193,226,233,235,175,241,164,253,227,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088,922,799,967,762,1155,1109,964,552,992,1028,1156,965,795,758,801,1137,994,1110,1154,952])). % 88.10/87.88 cnf(7195,plain, % 88.10/87.88 (~P6(f8(x71951,f11(f3(a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2248])). % 88.10/87.88 cnf(7202,plain, % 88.10/87.88 (~P6(f8(x72021,f11(f3(a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2248])). % 88.10/87.88 cnf(7206,plain, % 88.10/87.88 (~P6(f12(f19(f22(x72061),a27),f12(f5(f5(f31(x72062,x72063))),x72064,a1),a1),x72064,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6226,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,3984,5588,4077,1844,2917,1351,6730,7047,7080,7096,7175,1349,7054,7116,318,1577,310,307,1357,3467,3639,155,3165,4313,3601,330,7077,7156,4915,4564,1933,262,1523,3170,3193,1365,1382,4385,2248,7195,3699,1591,1571,2929,4615,3285,3656,3675,2255,4339,3116,4288,6676,6786,153,4639,2104,301,305,7042,7134,4630,4361,3664,1596,3230,3862,5047,5217,4575,3490,2987,6668,6799,3742,2186,3208,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,2205,5252,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5709,5807,5832,6537,5760,5245,5635,5998,5406,5955,6011,6560,5986,2712,6745,6830,6065,3748,218,191,162,185,300,7159,166,193,226,233,235,175,241,164,253,227,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088,922,799,967,762,1155,1109,964,552,992,1028,1156,965,795,758,801,1137,994,1110,1154,952,1144,993,794,1143,763,1061])). % 88.10/87.88 cnf(7208,plain, % 88.10/87.88 (P5(x72081,f5(f5(x72081)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7210,plain, % 88.10/87.88 (~P5(f8(f14(f12(f19(f22(x72101),a27),f12(f14(f9(x72102,x72102,a1),x72103,a1),x72104,a1),a1),f31(x72105,x72106),a1),f31(x72105,x72106),a1),x72104,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6226,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,3984,5588,4077,1844,2917,1351,6730,7047,7080,7096,7175,1349,7054,7116,318,1577,310,307,1357,3467,3639,155,3165,4313,3601,330,7077,7156,4915,4564,1933,262,1523,3170,3193,1365,1382,4385,2248,7195,3699,1591,1571,2929,4615,3285,3656,3675,2255,4339,3116,4288,6676,6786,153,4639,2104,301,305,7042,7134,4630,4361,3664,1596,3230,3862,5047,5217,4575,3490,2987,6668,6799,7050,3742,2186,3208,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,2205,5252,3670,6698,2654,6617,6047,6430,5960,6511,6085,3873,6044,5993,5709,5807,5832,6537,5760,5245,5635,5998,5406,5955,6011,6560,5986,2712,6745,6830,6065,5425,3748,218,191,162,185,300,7159,166,193,226,233,235,175,241,164,253,227,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088,922,799,967,762,1155,1109,964,552,992,1028,1156,965,795,758,801,1137,994,1110,1154,952,1144,993,794,1143,763,1061,1103])). % 88.10/87.88 cnf(7211,plain, % 88.10/87.88 (~P5(f8(f14(f12(f19(f22(x72111),a27),x72112,a1),f31(x72113,x72114),a1),f31(x72113,x72114),a1),x72112,a1)), % 88.10/87.88 inference(rename_variables,[],[2987])). % 88.10/87.88 cnf(7221,plain, % 88.10/87.88 (~P6(f14(f3(a1),x72211,a1),f14(f3(a1),x72212,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1544])). % 88.10/87.88 cnf(7224,plain, % 88.10/87.88 (~P6(f8(x72241,f11(f3(a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2248])). % 88.10/87.88 cnf(7238,plain, % 88.10/87.88 (~P6(f8(x72381,f11(f3(a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2248])). % 88.10/87.88 cnf(7245,plain, % 88.10/87.88 (~P5(f8(f14(f12(f31(x72451,x72452),x72453,a1),f19(f22(x72454),a27),a1),f19(f22(x72454),a27),a1),x72453,a1)), % 88.10/87.88 inference(rename_variables,[],[3208])). % 88.10/87.88 cnf(7246,plain, % 88.10/87.88 (P5(x72461,f5(f5(x72461)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7255,plain, % 88.10/87.88 (P5(x72551,f5(f5(x72551)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7259,plain, % 88.10/87.88 (~P5(f12(f12(f4(a1),f6(x72591,a1),a1),x72592,a1),x72592,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6226,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,3984,5588,4077,1844,2917,1351,6730,7047,7080,7096,7175,1349,7054,7116,7208,7246,318,1577,310,307,1357,3467,3639,155,3165,4313,3601,1544,330,7077,7156,7166,4915,4564,1933,262,1523,3170,3193,1365,1382,4385,2248,7195,7202,7224,7238,3699,2191,1591,1571,2929,4615,3285,3656,3675,2255,4339,3116,4288,6676,6786,153,4639,2104,301,305,7042,7134,7138,4630,4361,3664,1596,3230,1712,3862,5047,5217,4575,3490,2987,6668,6799,7050,3742,2186,3208,6796,7245,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,2205,5252,3670,6698,2654,5853,6617,6047,6430,5960,6511,6085,3873,6044,6420,5993,5709,5807,5832,6537,6550,5760,5245,5635,5998,5406,5955,6011,6560,5986,2712,6745,6830,6065,5425,3748,218,191,162,185,300,7159,166,193,226,233,235,175,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088,922,799,967,762,1155,1109,964,552,992,1028,1156,965,795,758,801,1137,994,1110,1154,952,1144,993,794,1143,763,1061,1103,1099,765,756,1114,1014,1010,987,1019,1093,1015,1120,1011,932,1009,1018,931,1004,930])). % 88.10/87.88 cnf(7260,plain, % 88.10/87.88 (~P6(x72601,x72601,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7271,plain, % 88.10/87.88 (~P6(f11(f14(f8(f11(f12(f5(f5(f3(a1))),x72711,a1),a1),f31(x72712,x72713),a1),f31(x72712,x72713),a1),a1),x72711,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6226,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,3984,5588,4077,1844,2917,1351,6730,7047,7080,7096,7175,1349,7054,7116,7208,7246,7255,318,1577,310,307,1357,3467,3639,155,3165,4313,3601,1544,330,7077,7156,7166,4915,4564,1933,262,1523,3170,3193,1365,1382,4385,2248,7195,7202,7224,7238,3699,2191,1591,1571,2929,4615,3285,3656,3675,2255,4339,3116,4288,6676,6786,1942,3691,153,4639,2104,301,305,7042,7134,7138,4630,4361,3664,1596,3230,1712,3862,5047,5217,4575,3490,2987,6668,6799,7050,3742,2186,3208,6796,7245,1551,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,2205,5252,3670,6698,2654,5853,6617,6047,6430,5960,6511,6085,3873,6044,6420,5993,5709,5807,5832,6537,6550,5760,5245,5635,5998,5406,5955,6011,6560,5986,2712,6745,6830,6065,5425,3748,218,191,162,185,300,7159,1611,166,193,226,233,235,175,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088,922,799,967,762,1155,1109,964,552,992,1028,1156,965,795,758,801,1137,994,1110,1154,952,1144,993,794,1143,763,1061,1103,1099,765,756,1114,1014,1010,987,1019,1093,1015,1120,1011,932,1009,1018,931,1004,930,1116,1017,1008,929])). % 88.10/87.88 cnf(7273,plain, % 88.10/87.88 (P5(x72731,f5(f5(x72731)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7280,plain, % 88.10/87.88 (~P6(f14(f3(a1),x72801,a1),f14(f3(a1),x72802,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1544])). % 88.10/87.88 cnf(7283,plain, % 88.10/87.88 (~P6(x72831,x72831,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7286,plain, % 88.10/87.88 (~P6(f14(f3(a1),x72861,a1),f14(f3(a1),x72862,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1544])). % 88.10/87.88 cnf(7292,plain, % 88.10/87.88 (~P6(f3(a1),f8(x72921,f3(a1),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1571])). % 88.10/87.88 cnf(7295,plain, % 88.10/87.88 (~P6(f3(a1),f8(x72951,f13(f3(a1),a1),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[3656])). % 88.10/87.88 cnf(7296,plain, % 88.10/87.88 (~P6(x72961,x72961,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7299,plain, % 88.10/87.88 (~P6(f3(a1),f8(x72991,f13(f3(a1),a1),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[3656])). % 88.10/87.88 cnf(7308,plain, % 88.10/87.88 (P5(x73081,x73081,a1)), % 88.10/87.88 inference(rename_variables,[],[300])). % 88.10/87.88 cnf(7318,plain, % 88.10/87.88 (~P6(x73181,x73181,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7323,plain, % 88.10/87.88 (~P6(x73231,x73231,f12(f14(f9(f9(x73232,x73232,a1),f9(x73233,x73233,a1),a1),x73234,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,4887,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6226,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,3984,5588,4077,1844,2917,1351,6730,7047,7080,7096,7175,1349,7054,7116,7208,7246,7255,7273,318,1577,310,307,1357,3467,1418,3639,1414,155,3165,4313,3601,1544,7221,7280,7286,330,7077,7156,7166,7260,7283,7296,7318,4915,4564,1933,262,1523,3170,3193,1365,1581,1382,1475,4385,2248,7195,7202,7224,7238,3699,3625,1480,2191,1591,1571,7292,2929,4615,3285,3656,7295,7299,3675,2255,4339,3116,4288,6676,6786,1942,3691,153,4639,2104,2424,301,305,7042,7134,7138,4630,4361,3664,5192,1596,3230,1712,3862,5047,5217,4575,3490,2987,6668,6799,7050,7211,3742,2186,3208,6796,7245,1551,1697,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,2205,5252,3670,6698,2654,5853,6617,6047,6430,5960,6511,6085,3873,6044,6420,5993,5709,5807,5832,6537,6550,5760,5245,5635,5998,5406,5955,6011,6560,4179,5986,2712,6745,6830,6065,5425,3748,218,191,162,185,300,7159,7172,7308,1611,166,193,226,233,235,175,214,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088,922,799,967,762,1155,1109,964,552,992,1028,1156,965,795,758,801,1137,994,1110,1154,952,1144,993,794,1143,763,1061,1103,1099,765,756,1114,1014,1010,987,1019,1093,1015,1120,1011,932,1009,1018,931,1004,930,1116,1017,1008,929,1006,1005,1118,1164,1171,1166,1066,1002,1068,1001,1069,1175,1190,1000,1067,525])). % 88.10/87.88 cnf(7326,plain, % 88.10/87.88 (P5(f12(f14(f9(x73261,x73261,a1),x73262,a1),f3(a1),a1),f11(f14(f9(x73263,x73263,a1),x73264,a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6933,6996,6999,2000,1773,6983,7007,1280,4887,6099,6340,6695,6703,6622,6346,6879,6884,6886,6890,6892,6894,6896,6898,6900,6902,6904,6906,6908,6910,6912,6914,6916,6918,6920,6922,6924,6926,6928,6930,6935,6937,6939,6941,6943,6945,6947,6949,6951,6953,6955,6957,6959,6961,6963,6965,6967,6969,6971,6973,6975,6977,6979,6981,6985,6987,6989,6991,6993,7001,7003,7005,7009,7011,7013,7015,7019,7023,7027,7032,6005,6404,6344,2741,2476,1347,2418,1963,1670,4035,4626,5448,4113,6167,6619,6716,5592,5598,6332,6287,6995,6226,6282,6072,6106,6123,6129,6134,6137,6140,6143,6146,6149,6152,6155,6158,6161,6164,6170,6173,6176,6179,6182,6185,6188,6191,6194,6197,6200,6203,6206,6209,6212,6215,6218,6223,6228,6231,6234,6237,6240,6243,6246,6249,6252,6255,6258,6261,6264,6267,6270,6273,6276,6279,6284,6289,6292,6295,6298,6301,6306,6312,6315,6318,6324,6327,6334,6337,5275,6050,6321,6221,3984,5588,4077,1844,2917,1351,6730,7047,7080,7096,7175,1349,7054,7116,7208,7246,7255,7273,318,1577,310,307,1357,3467,1418,3639,1414,155,3165,4313,3601,1544,7221,7280,7286,330,7077,7156,7166,7260,7283,7296,7318,4915,4564,1933,262,1523,3170,3193,1365,1581,1382,1475,4385,2248,7195,7202,7224,7238,3699,3625,1480,2191,1591,1571,7292,2929,4615,3285,3656,7295,7299,3675,2255,4339,3116,4288,6676,6786,1942,3691,153,4639,2104,2424,301,305,7042,7134,7138,4630,4361,3664,5192,1596,3230,1712,3862,5047,5217,4575,3490,2987,6668,6799,7050,7211,3742,2186,3208,6796,7245,1551,1697,4981,5751,5420,5368,4974,5360,5818,4244,6809,5269,5432,2205,5252,3670,6698,2654,5853,6617,6047,6430,5960,6511,6085,3873,6044,6420,5993,5709,5807,5832,6537,6550,5760,5245,5635,5998,5406,5955,6011,6560,4179,5986,2712,6745,6830,6065,5425,3748,218,191,162,185,300,7159,7172,7308,1611,166,193,226,233,235,175,214,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,921,635,545,591,535,723,636,474,829,640,334,832,641,335,639,634,658,831,14,2,1240,707,817,668,1242,779,1020,1237,671,735,720,655,938,562,734,420,607,772,1236,936,718,563,854,702,712,1241,740,768,738,937,902,1094,717,939,903,904,1238,411,549,419,816,940,923,571,605,1097,716,773,741,416,742,1243,1224,534,476,776,775,901,770,542,905,706,935,739,417,418,594,737,110,1223,142,88,606,92,122,101,100,94,106,147,119,112,118,93,124,146,137,108,145,91,125,134,132,139,85,128,141,113,105,135,126,98,130,136,133,150,127,117,143,102,148,140,111,144,123,99,115,76,90,96,109,103,104,131,107,79,78,152,120,87,80,82,89,121,77,97,86,75,116,84,81,83,129,95,114,3,698,979,550,800,759,1062,1081,1029,1063,1100,802,684,999,1150,1111,798,1153,1060,1139,761,697,1152,844,1083,970,429,972,1112,1082,796,1136,760,764,554,1138,547,797,974,1088,922,799,967,762,1155,1109,964,552,992,1028,1156,965,795,758,801,1137,994,1110,1154,952,1144,993,794,1143,763,1061,1103,1099,765,756,1114,1014,1010,987,1019,1093,1015,1120,1011,932,1009,1018,931,1004,930,1116,1017,1008,929,1006,1005,1118,1164,1171,1166,1066,1002,1068,1001,1069,1175,1190,1000,1067,525,34,871])). % 88.10/87.88 cnf(7359,plain, % 88.10/87.88 (~P6(f11(f14(f8(f11(x73591,a1),f31(x73592,x73593),a1),f31(x73592,x73593),a1),a1),x73591,a1)), % 88.10/87.88 inference(rename_variables,[],[1942])). % 88.10/87.88 cnf(7362,plain, % 88.10/87.88 (~P5(f12(f31(x73621,x73622),f8(f12(f14(f9(x73623,x73623,a1),x73624,a1),f14(x73625,f19(f22(x73626),a27),a1),a1),f19(f22(x73626),a27),a1),a1),x73625,a1)), % 88.10/87.88 inference(rename_variables,[],[7136])). % 88.10/87.88 cnf(7366,plain, % 88.10/87.88 (P5(f3(a1),f10(f15(f6(f4(a1),a1)),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6874,7020,4564,1365,1615,1942,3742,7136,523,637,638,535,635,921,474,545])). % 88.10/87.88 cnf(7372,plain, % 88.10/87.88 (~P6(f3(a1),f8(f6(f4(a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6874,7020,4564,5087,1365,1615,1942,3016,5401,3742,7136,523,637,638,535,635,921,474,545,829,723,591])). % 88.10/87.88 cnf(7374,plain, % 88.10/87.88 (~E(f15(f13(f6(f4(a1),a1),a1)),f3(a1))), % 88.10/87.88 inference(scs_inference,[],[6874,3217,7020,4564,5087,1365,1615,1942,3016,5401,3742,7136,523,637,638,535,635,921,474,545,829,723,591,334])). % 88.10/87.88 cnf(7378,plain, % 88.10/87.88 (~P5(f3(a1),f15(f14(f11(f6(f4(a1),a1),a1),f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1)),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,3217,7020,2150,4564,5087,1365,1615,1942,3016,5401,3742,7136,523,637,638,535,635,921,474,545,829,723,591,334,636,640])). % 88.10/87.88 cnf(7381,plain, % 88.10/87.88 (~P5(f12(f12(f31(x73811,x73812),f12(x73813,f6(f5(f5(x73814)),a1),a1),a1),x73814,a1),x73813,a1)), % 88.10/87.88 inference(rename_variables,[],[6790])). % 88.10/87.88 cnf(7386,plain, % 88.10/87.88 (~P6(f15(f31(x73861,x73862)),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,3217,4938,7020,2150,4564,5087,1365,1615,1942,3016,5401,3742,6790,7136,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634])). % 88.10/87.88 cnf(7396,plain, % 88.10/87.88 (~P6(f12(f6(f12(f5(f5(f3(a1))),x73961,a1),a1),f4(a1),a1),x73961,a1)), % 88.10/87.88 inference(rename_variables,[],[4344])). % 88.10/87.88 cnf(7398,plain, % 88.10/87.88 (E(f12(f14(f9(x73981,x73981,a1),x73982,a1),f12(f14(f9(x73983,x73983,a1),x73984,a1),x73985,a1),a1),x73985)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,3217,4938,7020,2150,4564,5087,1365,1615,4344,1942,3016,5401,3797,3742,5005,3126,6790,7136,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2])). % 88.10/87.88 cnf(7399,plain, % 88.10/87.88 (~E(f5(f5(f22(x73991))),x73991)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,3217,4938,6844,7020,2150,4564,5087,1365,1615,4344,1942,3016,5401,3797,3742,5005,3126,6790,7136,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14])). % 88.10/87.88 cnf(7410,plain, % 88.10/87.88 (E(f12(f14(x74101,x74102,a1),x74103,a1),f12(f14(x74104,x74102,a1),f12(f14(f9(x74105,x74105,a1),x74106,a1),f12(f14(f9(x74101,x74104,a1),x74102,a1),x74103,a1),a1),a1))), % 88.10/87.88 inference(rename_variables,[],[6744])). % 88.10/87.88 cnf(7418,plain, % 88.10/87.88 (~P5(f12(f12(f4(a1),f6(x74181,a1),a1),x74182,a1),x74182,a1)), % 88.10/87.88 inference(rename_variables,[],[7259])). % 88.10/87.88 cnf(7423,plain, % 88.10/87.88 (P5(f5(f5(x74231)),x74231,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(7440,plain, % 88.10/87.88 (~P5(f6(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,3278,3217,4938,5448,6109,6844,7020,6931,1351,2150,4564,5087,1365,1615,4344,1942,5020,4935,3016,5401,3797,3742,5295,5005,3126,6790,7381,7136,7259,6103,6626,6738,3464,7095,218,175,252,195,198,160,199,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607])). % 88.10/87.88 cnf(7447,plain, % 88.10/87.88 (~P6(f12(f6(f11(f11(x74471,a1),a1),a1),f4(a1),a1),x74471,a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,3278,3217,4938,5448,6109,6844,7020,6838,6931,1351,2150,4564,5087,1365,1615,4344,1942,5020,4935,3016,5401,3797,3742,3957,5295,5005,3126,6790,7381,7136,6795,7259,6103,6626,6738,3464,7095,218,175,216,204,252,195,198,160,199,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734])). % 88.10/87.88 cnf(7450,plain, % 88.10/87.88 (~P6(f11(f11(x74501,f5(f5(a1))),f5(f5(a1))),x74501,f5(f5(a1)))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,3278,3217,4938,5448,6109,6844,7020,6838,6931,1810,1351,2150,4564,5087,1365,1615,4344,2348,1942,5020,4935,3016,5401,3797,3742,3957,5295,5005,3126,6790,7381,7136,6795,7259,6103,6626,6738,3464,7095,218,175,216,204,252,195,198,160,199,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772])). % 88.10/87.88 cnf(7451,plain, % 88.10/87.88 (~P6(x74511,x74511,f5(f5(a1)))), % 88.10/87.88 inference(rename_variables,[],[2348])). % 88.10/87.88 cnf(7459,plain, % 88.10/87.88 (~P6(x74591,f11(f11(x74591,f5(f5(a1))),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,3278,3217,4938,5448,6109,6844,7020,6838,6931,1810,1351,2150,4564,5087,1365,1615,4344,2348,7451,1942,5020,4935,3016,5401,3797,3742,3957,5295,5005,3126,6790,7381,7136,6795,7259,5930,7271,6103,6626,6738,3464,7095,218,175,216,204,252,195,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768])). % 88.10/87.88 cnf(7460,plain, % 88.10/87.88 (~P6(x74601,x74601,f5(f5(a1)))), % 88.10/87.88 inference(rename_variables,[],[2348])). % 88.10/87.88 cnf(7470,plain, % 88.10/87.88 (~P5(f3(a1),f11(f10(f12(f31(x74701,x74702),f3(a1),a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,3278,3217,4938,5448,6109,6844,7020,6838,6931,1810,1351,2150,4564,5087,1365,3870,1615,4344,2348,7451,1942,5020,4935,3016,5401,3797,3742,5118,3957,5295,5005,3126,6790,7381,7136,6795,7259,7206,5930,7271,6103,6626,6738,3464,7095,218,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738])). % 88.10/87.88 cnf(7503,plain, % 88.10/87.88 (P5(f12(f14(x75031,x75032,a1),f5(f5(x75033)),a1),f12(f14(x75031,x75032,a1),x75033,a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,2884,3278,3217,4938,5448,3254,6109,6844,7020,6838,6931,1810,1844,1351,2150,4564,5087,5083,1365,3870,1615,1749,4344,2348,7451,1942,153,5020,4935,3016,5823,5401,3797,3742,5118,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6103,6626,6738,6842,3464,7095,218,191,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243])). % 88.10/87.88 cnf(7505,plain, % 88.10/87.88 (~P6(f9(x75051,x75051,a1),f11(f9(x75051,x75051,a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,2884,3278,3217,4938,5448,3254,6109,6844,7020,6838,6931,1810,1844,1351,2150,4564,5087,5083,1365,1704,3870,1615,1749,4344,2348,7451,1942,153,5020,4935,3016,5823,5401,3797,3742,5118,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6103,6626,6738,6842,3464,7095,218,191,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716])). % 88.10/87.88 cnf(7510,plain, % 88.10/87.88 (P6(f3(a1),f6(f12(f6(f4(a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,2884,3278,3217,4938,5448,3254,6109,6844,7020,6838,6931,1810,1844,1351,2150,4564,5087,5083,1365,1704,3870,1615,1749,4344,2348,7451,1942,153,5020,4935,3016,5823,5401,3797,3742,5118,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6103,6626,6738,6842,3464,7095,218,191,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534])). % 88.10/87.88 cnf(7512,plain, % 88.10/87.88 (~P7(f14(f14(f3(a1),f4(a1),a1),f4(a1),a1),f4(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,2884,3278,3217,4938,5448,3254,6109,6844,7020,6838,6931,1810,1844,1351,2150,4564,5087,5083,1365,1704,3870,1615,1749,4344,2348,7451,1942,153,5020,4935,3016,5823,5401,3797,3742,5118,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6103,6626,6738,6842,3464,7095,218,191,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816])). % 88.10/87.88 cnf(7514,plain, % 88.10/87.88 (P5(f34(a30,a28),f12(f31(x75141,x75142),a32,a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,2884,3278,3217,4938,5448,3254,6109,6844,7020,6838,6931,1810,1844,1351,2197,2150,155,4564,5087,5083,1365,1704,3870,1615,1749,4344,2348,7451,1942,153,5020,4935,3016,5823,5401,3797,3742,5118,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6103,6626,6738,6842,3464,7095,218,191,226,175,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571])). % 88.10/87.88 cnf(7532,plain, % 88.10/87.88 (P5(f12(f14(f9(f9(x75321,x75321,a1),f9(x75322,x75322,a1),a1),x75323,a1),f12(f14(f9(x75324,x75324,a1),x75325,a1),x75326,a1),a1),x75326,a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,1365,1704,3870,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,3742,5118,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6103,6626,6738,6780,6842,3464,7095,218,191,226,175,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097])). % 88.10/87.88 cnf(7533,plain, % 88.10/87.88 (P5(f12(f14(x75331,x75332,a1),f12(f14(f9(f9(x75333,x75333,a1),f9(x75334,x75334,a1),a1),x75335,a1),f12(f14(f9(x75336,x75331,a1),x75332,a1),x75337,a1),a1),a1),f12(f14(x75336,x75332,a1),x75337,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[6780])). % 88.10/87.88 cnf(7556,plain, % 88.10/87.88 (~P6(f3(a1),f11(f9(x75561,x75561,a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737])). % 88.10/87.88 cnf(7558,plain, % 88.10/87.88 (P52(f12(f14(f9(f9(f9(f9(f9(x75581,x75581,a1),f9(x75582,x75582,a1),a1),f9(x75583,x75583,a1),a1),f9(x75584,x75584,a1),a1),f9(x75585,x75585,a1),a1),x75586,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,6346,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6878,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110])). % 88.10/87.88 cnf(7559,plain, % 88.10/87.88 (E(f12(f14(x75591,x75592,a1),x75593,a1),f12(f14(f9(x75591,f9(x75594,x75594,a1),a1),x75592,a1),x75593,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7565,plain, % 88.10/87.88 (P3(f12(f14(f9(f9(f9(f9(f9(x75651,x75651,a1),f9(x75652,x75652,a1),a1),f9(x75653,x75653,a1),a1),f9(x75654,x75654,a1),a1),f9(x75655,x75655,a1),a1),x75656,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,6346,7559,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6878,6889,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92])). % 88.10/87.88 cnf(7566,plain, % 88.10/87.88 (E(f12(f14(x75661,x75662,a1),x75663,a1),f12(f14(f9(x75661,f9(x75664,x75664,a1),a1),x75662,a1),x75663,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7568,plain, % 88.10/87.88 (E(f12(f14(x75681,x75682,a1),x75683,a1),f12(f14(f9(x75681,f9(x75684,x75684,a1),a1),x75682,a1),x75683,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7569,plain, % 88.10/87.88 (P4(f12(f14(f9(f9(f9(f9(f9(x75691,x75691,a1),f9(x75692,x75692,a1),a1),f9(x75693,x75693,a1),a1),f9(x75694,x75694,a1),a1),f9(x75695,x75695,a1),a1),x75696,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,6346,7559,7566,7568,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6878,6889,6891,6893,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101])). % 88.10/87.88 cnf(7570,plain, % 88.10/87.88 (E(f12(f14(x75701,x75702,a1),x75703,a1),f12(f14(f9(x75701,f9(x75704,x75704,a1),a1),x75702,a1),x75703,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7572,plain, % 88.10/87.88 (E(f12(f14(x75721,x75722,a1),x75723,a1),f12(f14(f9(x75721,f9(x75724,x75724,a1),a1),x75722,a1),x75723,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7574,plain, % 88.10/87.88 (E(f12(f14(x75741,x75742,a1),x75743,a1),f12(f14(f9(x75741,f9(x75744,x75744,a1),a1),x75742,a1),x75743,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7576,plain, % 88.10/87.88 (E(f12(f14(x75761,x75762,a1),x75763,a1),f12(f14(f9(x75761,f9(x75764,x75764,a1),a1),x75762,a1),x75763,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7577,plain, % 88.10/87.88 (P43(f12(f14(f9(f9(f9(f9(f9(x75771,x75771,a1),f9(x75772,x75772,a1),a1),f9(x75773,x75773,a1),a1),f9(x75774,x75774,a1),a1),f9(x75775,x75775,a1),a1),x75776,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6878,6883,6885,6889,6891,6893,6897,6907,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118])). % 88.10/87.88 cnf(7578,plain, % 88.10/87.88 (E(f12(f14(x75781,x75782,a1),x75783,a1),f12(f14(f9(x75781,f9(x75784,x75784,a1),a1),x75782,a1),x75783,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7579,plain, % 88.10/87.88 (P30(f12(f14(f9(f9(f9(f9(f9(x75791,x75791,a1),f9(x75792,x75792,a1),a1),f9(x75793,x75793,a1),a1),f9(x75794,x75794,a1),a1),f9(x75795,x75795,a1),a1),x75796,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6878,6883,6885,6889,6891,6893,6897,6907,6911,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124])). % 88.10/87.88 cnf(7580,plain, % 88.10/87.88 (E(f12(f14(x75801,x75802,a1),x75803,a1),f12(f14(f9(x75801,f9(x75804,x75804,a1),a1),x75802,a1),x75803,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7582,plain, % 88.10/87.88 (E(f12(f14(x75821,x75822,a1),x75823,a1),f12(f14(f9(x75821,f9(x75824,x75824,a1),a1),x75822,a1),x75823,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7583,plain, % 88.10/87.88 (P67(f12(f14(f9(f9(f9(f9(f9(x75831,x75831,a1),f9(x75832,x75832,a1),a1),f9(x75833,x75833,a1),a1),f9(x75834,x75834,a1),a1),f9(x75835,x75835,a1),a1),x75836,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6878,6883,6885,6889,6891,6893,6897,6907,6911,6923,6927,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132])). % 88.10/87.88 cnf(7584,plain, % 88.10/87.88 (E(f12(f14(x75841,x75842,a1),x75843,a1),f12(f14(f9(x75841,f9(x75844,x75844,a1),a1),x75842,a1),x75843,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7585,plain, % 88.10/87.88 (P61(f12(f14(f9(f9(f9(f9(f9(x75851,x75851,a1),f9(x75852,x75852,a1),a1),f9(x75853,x75853,a1),a1),f9(x75854,x75854,a1),a1),f9(x75855,x75855,a1),a1),x75856,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6907,6911,6923,6927,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100])). % 88.10/87.88 cnf(7586,plain, % 88.10/87.88 (E(f12(f14(x75861,x75862,a1),x75863,a1),f12(f14(f9(x75861,f9(x75864,x75864,a1),a1),x75862,a1),x75863,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7588,plain, % 88.10/87.88 (E(f12(f14(x75881,x75882,a1),x75883,a1),f12(f14(f9(x75881,f9(x75884,x75884,a1),a1),x75882,a1),x75883,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7589,plain, % 88.10/87.88 (P26(f12(f14(f9(f9(f9(f9(f9(x75891,x75891,a1),f9(x75892,x75892,a1),a1),f9(x75893,x75893,a1),a1),f9(x75894,x75894,a1),a1),f9(x75895,x75895,a1),a1),x75896,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,2884,3278,3217,4938,5448,3254,6109,6447,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6903,6907,6911,6923,6927,6934,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119])). % 88.10/87.88 cnf(7590,plain, % 88.10/87.88 (E(f12(f14(x75901,x75902,a1),x75903,a1),f12(f14(f9(x75901,f9(x75904,x75904,a1),a1),x75902,a1),x75903,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7591,plain, % 88.10/87.88 (P5(f5(f5(f5(f5(x75911)))),x75911,a1)), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6903,6907,6911,6923,6927,6934,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85])). % 88.10/87.88 cnf(7593,plain, % 88.10/87.88 (E(f12(f14(f9(x75931,x75931,a1),x75932,a1),x75933,a1),x75933)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(7594,plain, % 88.10/87.88 (P45(f12(f14(f9(f9(f9(f9(f9(x75941,x75941,a1),f9(x75942,x75942,a1),a1),f9(x75943,x75943,a1),a1),f9(x75944,x75944,a1),a1),f9(x75945,x75945,a1),a1),x75946,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6903,6907,6911,6923,6927,6934,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106])). % 88.10/87.88 cnf(7595,plain, % 88.10/87.88 (E(f12(f14(x75951,x75952,a1),x75953,a1),f12(f14(f9(x75951,f9(x75954,x75954,a1),a1),x75952,a1),x75953,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7596,plain, % 88.10/87.88 (P69(f12(f14(f9(f9(f9(f9(f9(x75961,x75961,a1),f9(x75962,x75962,a1),a1),f9(x75963,x75963,a1),a1),f9(x75964,x75964,a1),a1),f9(x75965,x75965,a1),a1),x75966,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6903,6907,6911,6923,6927,6934,6950,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136])). % 88.10/87.88 cnf(7597,plain, % 88.10/87.88 (E(f12(f14(x75971,x75972,a1),x75973,a1),f12(f14(f9(x75971,f9(x75974,x75974,a1),a1),x75972,a1),x75973,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7599,plain, % 88.10/87.88 (E(f12(f14(x75991,x75992,a1),x75993,a1),f12(f14(f9(x75991,f9(x75994,x75994,a1),a1),x75992,a1),x75993,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7601,plain, % 88.10/87.88 (E(f12(f14(x76011,x76012,a1),x76013,a1),f12(f14(f9(x76011,f9(x76014,x76014,a1),a1),x76012,a1),x76013,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7603,plain, % 88.10/87.88 (E(f12(f14(x76031,x76032,a1),x76033,a1),f12(f14(f9(x76031,f9(x76034,x76034,a1),a1),x76032,a1),x76033,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7605,plain, % 88.10/87.88 (E(f12(f14(x76051,x76052,a1),x76053,a1),f12(f14(f9(x76051,f9(x76054,x76054,a1),a1),x76052,a1),x76053,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7607,plain, % 88.10/87.88 (E(f12(f14(x76071,x76072,a1),x76073,a1),f12(f14(f9(x76071,f9(x76074,x76074,a1),a1),x76072,a1),x76073,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7608,plain, % 88.10/87.88 (P9(f12(f14(f9(f9(f9(f9(f9(x76081,x76081,a1),f9(x76082,x76082,a1),a1),f9(x76083,x76083,a1),a1),f9(x76084,x76084,a1),a1),f9(x76085,x76085,a1),a1),x76086,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6907,6911,6915,6923,6927,6929,6934,6936,6938,6950,6962,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102])). % 88.10/87.88 cnf(7609,plain, % 88.10/87.88 (E(f12(f14(x76091,x76092,a1),x76093,a1),f12(f14(f9(x76091,f9(x76094,x76094,a1),a1),x76092,a1),x76093,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7611,plain, % 88.10/87.88 (E(f12(f14(x76111,x76112,a1),x76113,a1),f12(f14(f9(x76111,f9(x76114,x76114,a1),a1),x76112,a1),x76113,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7613,plain, % 88.10/87.88 (E(f12(f14(x76131,x76132,a1),x76133,a1),f12(f14(f9(x76131,f9(x76134,x76134,a1),a1),x76132,a1),x76133,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7614,plain, % 88.10/87.88 (P71(f12(f14(f9(f9(f9(f9(f9(x76141,x76141,a1),f9(x76142,x76142,a1),a1),f9(x76143,x76143,a1),a1),f9(x76144,x76144,a1),a1),f9(x76145,x76145,a1),a1),x76146,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6907,6911,6915,6923,6927,6929,6934,6936,6938,6942,6950,6960,6962,6964,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143])). % 88.10/87.88 cnf(7615,plain, % 88.10/87.88 (E(f12(f14(x76151,x76152,a1),x76153,a1),f12(f14(f9(x76151,f9(x76154,x76154,a1),a1),x76152,a1),x76153,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7616,plain, % 88.10/87.88 (P27(f12(f14(f9(f9(f9(f9(f9(x76161,x76161,a1),f9(x76162,x76162,a1),a1),f9(x76163,x76163,a1),a1),f9(x76164,x76164,a1),a1),f9(x76165,x76165,a1),a1),x76166,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6907,6911,6915,6923,6927,6929,6934,6936,6938,6942,6950,6960,6962,6964,6968,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111])). % 88.10/87.88 cnf(7617,plain, % 88.10/87.88 (E(f12(f14(x76171,x76172,a1),x76173,a1),f12(f14(f9(x76171,f9(x76174,x76174,a1),a1),x76172,a1),x76173,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7618,plain, % 88.10/87.88 (P16(f12(f14(f9(f9(f9(f9(f9(x76181,x76181,a1),f9(x76182,x76182,a1),a1),f9(x76183,x76183,a1),a1),f9(x76184,x76184,a1),a1),f9(x76185,x76185,a1),a1),x76186,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6911,6915,6923,6927,6929,6934,6936,6938,6942,6950,6960,6962,6964,6968,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112])). % 88.10/87.88 cnf(7619,plain, % 88.10/87.88 (E(f12(f14(x76191,x76192,a1),x76193,a1),f12(f14(f9(x76191,f9(x76194,x76194,a1),a1),x76192,a1),x76193,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7621,plain, % 88.10/87.88 (E(f12(f14(x76211,x76212,a1),x76213,a1),f12(f14(f9(x76211,f9(x76214,x76214,a1),a1),x76212,a1),x76213,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7623,plain, % 88.10/87.88 (E(f12(f14(x76231,x76232,a1),x76233,a1),f12(f14(f9(x76231,f9(x76234,x76234,a1),a1),x76232,a1),x76233,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7624,plain, % 88.10/87.88 (P70(f12(f14(f9(f9(f9(f9(f9(x76241,x76241,a1),f9(x76242,x76242,a1),a1),f9(x76243,x76243,a1),a1),f9(x76244,x76244,a1),a1),f9(x76245,x76245,a1),a1),x76246,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6911,6915,6921,6923,6927,6929,6934,6936,6938,6942,6950,6956,6958,6960,6962,6964,6968,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127])). % 88.10/87.88 cnf(7625,plain, % 88.10/87.88 (E(f12(f14(x76251,x76252,a1),x76253,a1),f12(f14(f9(x76251,f9(x76254,x76254,a1),a1),x76252,a1),x76253,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7626,plain, % 88.10/87.88 (P65(f12(f14(f9(f9(f9(f9(f9(x76261,x76261,a1),f9(x76262,x76262,a1),a1),f9(x76263,x76263,a1),a1),f9(x76264,x76264,a1),a1),f9(x76265,x76265,a1),a1),x76266,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6911,6915,6917,6921,6923,6927,6929,6934,6936,6938,6942,6950,6956,6958,6960,6962,6964,6968,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108])). % 88.10/87.88 cnf(7627,plain, % 88.10/87.88 (E(f12(f14(x76271,x76272,a1),x76273,a1),f12(f14(f9(x76271,f9(x76274,x76274,a1),a1),x76272,a1),x76273,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7629,plain, % 88.10/87.88 (E(f12(f14(x76291,x76292,a1),x76293,a1),f12(f14(f9(x76291,f9(x76294,x76294,a1),a1),x76292,a1),x76293,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7630,plain, % 88.10/87.88 (P22(f12(f14(f9(f9(f9(f9(f9(x76301,x76301,a1),f9(x76302,x76302,a1),a1),f9(x76303,x76303,a1),a1),f9(x76304,x76304,a1),a1),f9(x76305,x76305,a1),a1),x76306,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6911,6915,6917,6921,6923,6925,6927,6929,6934,6936,6938,6942,6950,6956,6958,6960,6962,6964,6968,6970,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144])). % 88.10/87.88 cnf(7631,plain, % 88.10/87.88 (E(f12(f14(x76311,x76312,a1),x76313,a1),f12(f14(f9(x76311,f9(x76314,x76314,a1),a1),x76312,a1),x76313,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7633,plain, % 88.10/87.88 (E(f12(f14(x76331,x76332,a1),x76333,a1),f12(f14(f9(x76331,f9(x76334,x76334,a1),a1),x76332,a1),x76333,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7634,plain, % 88.10/87.88 (P34(f12(f14(f9(f9(f9(f9(f9(x76341,x76341,a1),f9(x76342,x76342,a1),a1),f9(x76343,x76343,a1),a1),f9(x76344,x76344,a1),a1),f9(x76345,x76345,a1),a1),x76346,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6915,6917,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6950,6956,6958,6960,6962,6964,6968,6970,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105])). % 88.10/87.88 cnf(7635,plain, % 88.10/87.88 (E(f12(f14(x76351,x76352,a1),x76353,a1),f12(f14(f9(x76351,f9(x76354,x76354,a1),a1),x76352,a1),x76353,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7637,plain, % 88.10/87.88 (E(f12(f14(x76371,x76372,a1),x76373,a1),f12(f14(f9(x76371,f9(x76374,x76374,a1),a1),x76372,a1),x76373,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7639,plain, % 88.10/87.88 (E(f12(f14(x76391,x76392,a1),x76393,a1),f12(f14(f9(x76391,f9(x76394,x76394,a1),a1),x76392,a1),x76393,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7641,plain, % 88.10/87.88 (E(f12(f14(x76411,x76412,a1),x76413,a1),f12(f14(f9(x76411,f9(x76414,x76414,a1),a1),x76412,a1),x76413,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7643,plain, % 88.10/87.88 (E(f12(f14(x76431,x76432,a1),x76433,a1),f12(f14(f9(x76431,f9(x76434,x76434,a1),a1),x76432,a1),x76433,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7645,plain, % 88.10/87.88 (E(f12(f14(x76451,x76452,a1),x76453,a1),f12(f14(f9(x76451,f9(x76454,x76454,a1),a1),x76452,a1),x76453,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7647,plain, % 88.10/87.88 (E(f12(f14(x76471,x76472,a1),x76473,a1),f12(f14(f9(x76471,f9(x76474,x76474,a1),a1),x76472,a1),x76473,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7648,plain, % 88.10/87.88 (P36(f12(f14(x76481,x76482,a1),f12(f14(f9(x76483,x76483,a1),x76484,a1),f12(f14(f9(f9(x76485,x76485,a1),x76481,a1),x76482,a1),f5(f5(a1)),a1),a1),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,2476,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6946,6950,6952,6956,6958,6960,6962,6964,6968,6970,6976,6978,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123])). % 88.10/87.88 cnf(7649,plain, % 88.10/87.88 (E(f12(f14(x76491,x76492,a1),x76493,a1),f12(f14(x76494,x76492,a1),f12(f14(f9(x76495,x76495,a1),x76496,a1),f12(f14(f9(x76491,x76494,a1),x76492,a1),x76493,a1),a1),a1))), % 88.10/87.88 inference(rename_variables,[],[6744])). % 88.10/87.88 cnf(7651,plain, % 88.10/87.88 (E(f12(f14(x76511,x76512,a1),x76513,a1),f12(f14(f9(x76511,f9(x76514,x76514,a1),a1),x76512,a1),x76513,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7652,plain, % 88.10/87.88 (P29(f12(f14(f9(f9(f9(f9(f9(x76521,x76521,a1),f9(x76522,x76522,a1),a1),f9(x76523,x76523,a1),a1),f9(x76524,x76524,a1),a1),f9(x76525,x76525,a1),a1),x76526,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,2476,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6946,6950,6952,6954,6956,6958,6960,6962,6964,6968,6970,6976,6978,6992,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107])). % 88.10/87.88 cnf(7653,plain, % 88.10/87.88 (E(f12(f14(x76531,x76532,a1),x76533,a1),f12(f14(f9(x76531,f9(x76534,x76534,a1),a1),x76532,a1),x76533,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7654,plain, % 88.10/87.88 (P44(f12(f14(f9(f9(f9(f9(f9(x76541,x76541,a1),f9(x76542,x76542,a1),a1),f9(x76543,x76543,a1),a1),f9(x76544,x76544,a1),a1),f9(x76545,x76545,a1),a1),x76546,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,2476,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6950,6952,6954,6956,6958,6960,6962,6964,6968,6970,6976,6978,6992,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126])). % 88.10/87.88 cnf(7655,plain, % 88.10/87.88 (E(f12(f14(x76551,x76552,a1),x76553,a1),f12(f14(f9(x76551,f9(x76554,x76554,a1),a1),x76552,a1),x76553,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7657,plain, % 88.10/87.88 (E(f12(f14(x76571,x76572,a1),x76573,a1),f12(f14(f9(x76571,f9(x76574,x76574,a1),a1),x76572,a1),x76573,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7659,plain, % 88.10/87.88 (E(f12(f14(x76591,x76592,a1),x76593,a1),f12(f14(f9(x76591,f9(x76594,x76594,a1),a1),x76592,a1),x76593,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7660,plain, % 88.10/87.88 (P60(f12(f14(f9(f9(f9(f9(f9(x76601,x76601,a1),f9(x76602,x76602,a1),a1),f9(x76603,x76603,a1),a1),f9(x76604,x76604,a1),a1),f9(x76605,x76605,a1),a1),x76606,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,2476,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6976,6978,6992,7004,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87])). % 88.10/87.88 cnf(7661,plain, % 88.10/87.88 (E(f12(f14(x76611,x76612,a1),x76613,a1),f12(f14(f9(x76611,f9(x76614,x76614,a1),a1),x76612,a1),x76613,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7662,plain, % 88.10/87.88 (P66(f12(f14(f9(f9(f9(f9(f9(x76621,x76621,a1),f9(x76622,x76622,a1),a1),f9(x76623,x76623,a1),a1),f9(x76624,x76624,a1),a1),f9(x76625,x76625,a1),a1),x76626,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,2476,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6976,6978,6988,6992,7004,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104])). % 88.10/87.88 cnf(7663,plain, % 88.10/87.88 (E(f12(f14(x76631,x76632,a1),x76633,a1),f12(f14(f9(x76631,f9(x76634,x76634,a1),a1),x76632,a1),x76633,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7665,plain, % 88.10/87.88 (E(f12(f14(x76651,x76652,a1),x76653,a1),f12(f14(f9(x76651,f9(x76654,x76654,a1),a1),x76652,a1),x76653,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7666,plain, % 88.10/87.88 (P37(f12(f14(f9(f9(f9(f9(f9(x76661,x76661,a1),f9(x76662,x76662,a1),a1),f9(x76663,x76663,a1),a1),f9(x76664,x76664,a1),a1),f9(x76665,x76665,a1),a1),x76666,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,2476,2884,3278,3217,4938,5448,3254,6109,6447,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6976,6978,6984,6988,6990,6992,7004,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109])). % 88.10/87.88 cnf(7667,plain, % 88.10/87.88 (E(f12(f14(x76671,x76672,a1),x76673,a1),f12(f14(f9(x76671,f9(x76674,x76674,a1),a1),x76672,a1),x76673,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7669,plain, % 88.10/87.88 (~P6(x76691,x76691,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7670,plain, % 88.10/87.88 (P49(f12(f14(f9(f9(f9(f9(f9(x76701,x76701,a1),f9(x76702,x76702,a1),a1),f9(x76703,x76703,a1),a1),f9(x76704,x76704,a1),a1),f9(x76705,x76705,a1),a1),x76706,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6844,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6976,6978,6980,6984,6988,6990,6992,7004,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90])). % 88.10/87.88 cnf(7671,plain, % 88.10/87.88 (E(f12(f14(x76711,x76712,a1),x76713,a1),f12(f14(f9(x76711,f9(x76714,x76714,a1),a1),x76712,a1),x76713,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7674,plain, % 88.10/87.88 (E(f12(f14(f9(x76741,x76741,a1),x76742,a1),x76743,a1),x76743)), % 88.10/87.88 inference(rename_variables,[],[1453])). % 88.10/87.88 cnf(7676,plain, % 88.10/87.88 (~P6(x76761,x76761,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7677,plain, % 88.10/87.88 (P54(f12(f14(f9(f9(f9(f9(f9(x76771,x76771,a1),f9(x76772,x76772,a1),a1),f9(x76773,x76773,a1),a1),f9(x76774,x76774,a1),a1),f9(x76775,x76775,a1),a1),x76776,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6844,2602,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6976,6978,6980,6984,6988,6990,6992,7000,7004,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152])). % 88.10/87.88 cnf(7678,plain, % 88.10/87.88 (E(f12(f14(x76781,x76782,a1),x76783,a1),f12(f14(f9(x76781,f9(x76784,x76784,a1),a1),x76782,a1),x76783,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7680,plain, % 88.10/87.88 (E(f12(f14(x76801,x76802,a1),x76803,a1),f12(f14(f9(x76801,f9(x76804,x76804,a1),a1),x76802,a1),x76803,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7681,plain, % 88.10/87.88 (P63(f12(f14(f9(f9(f9(f9(f9(x76811,x76811,a1),f9(x76812,x76812,a1),a1),f9(x76813,x76813,a1),a1),f9(x76814,x76814,a1),a1),f9(x76815,x76815,a1),a1),x76816,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6844,2602,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6988,6990,6992,7000,7004,7010,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89])). % 88.10/87.88 cnf(7682,plain, % 88.10/87.88 (E(f12(f14(x76821,x76822,a1),x76823,a1),f12(f14(f9(x76821,f9(x76824,x76824,a1),a1),x76822,a1),x76823,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7683,plain, % 88.10/87.88 (P51(f12(f14(f9(f9(f9(f9(f9(x76831,x76831,a1),f9(x76832,x76832,a1),a1),f9(x76833,x76833,a1),a1),f9(x76834,x76834,a1),a1),f9(x76835,x76835,a1),a1),x76836,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6844,2602,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7004,7010,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103])). % 88.10/87.88 cnf(7684,plain, % 88.10/87.88 (E(f12(f14(x76841,x76842,a1),x76843,a1),f12(f14(f9(x76841,f9(x76844,x76844,a1),a1),x76842,a1),x76843,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7685,plain, % 88.10/87.88 (P64(f12(f14(f9(f9(f9(f9(f9(x76851,x76851,a1),f9(x76852,x76852,a1),a1),f9(x76853,x76853,a1),a1),f9(x76854,x76854,a1),a1),f9(x76855,x76855,a1),a1),x76856,a1),f5(f5(a27)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6844,2602,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7004,7010,7012,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121])). % 88.10/87.88 cnf(7686,plain, % 88.10/87.88 (E(f12(f14(x76861,x76862,a1),x76863,a1),f12(f14(f9(x76861,f9(x76864,x76864,a1),a1),x76862,a1),x76863,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7687,plain, % 88.10/87.88 (P59(f12(f14(f9(f9(f9(f9(f9(x76871,x76871,a1),f9(x76872,x76872,a1),a1),f9(x76873,x76873,a1),a1),f9(x76874,x76874,a1),a1),f9(x76875,x76875,a1),a1),x76876,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6844,2602,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7004,7010,7012,7018,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86])). % 88.10/87.88 cnf(7688,plain, % 88.10/87.88 (E(f12(f14(x76881,x76882,a1),x76883,a1),f12(f14(f9(x76881,f9(x76884,x76884,a1),a1),x76882,a1),x76883,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7689,plain, % 88.10/87.88 (P32(f12(f14(f9(f9(f9(f9(f9(x76891,x76891,a1),f9(x76892,x76892,a1),a1),f9(x76893,x76893,a1),a1),f9(x76894,x76894,a1),a1),f9(x76895,x76895,a1),a1),x76896,a1),f5(f5(a2)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,6344,6874,7038,6744,7410,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6844,2602,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7004,7008,7010,7012,7018,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82])). % 88.10/87.88 cnf(7690,plain, % 88.10/87.88 (E(f12(f14(x76901,x76902,a1),x76903,a1),f12(f14(f9(x76901,f9(x76904,x76904,a1),a1),x76902,a1),x76903,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7691,plain, % 88.10/87.88 (P2(f12(f14(x76911,x76912,a1),f12(f14(f9(x76913,x76913,a1),x76914,a1),f12(f14(f9(f9(x76915,x76915,a1),x76911,a1),x76912,a1),f5(f5(a1)),a1),a1),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,2741,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6844,2602,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7004,7008,7010,7012,7018,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77])). % 88.10/87.88 cnf(7694,plain, % 88.10/87.88 (E(x76941,f12(f14(f9(x76942,x76942,a1),x76943,a1),x76941,a1))), % 88.10/87.88 inference(rename_variables,[],[1773])). % 88.10/87.88 cnf(7695,plain, % 88.10/87.88 (P23(f12(f14(f9(f9(f9(f9(f9(x76951,x76951,a1),f9(x76952,x76952,a1),a1),f9(x76953,x76953,a1),a1),f9(x76954,x76954,a1),a1),f9(x76955,x76955,a1),a1),x76956,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,1773,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,2741,2476,2884,3278,3217,4938,5448,3254,6109,6447,6321,7028,6994,6844,2602,7020,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120])). % 88.10/87.88 cnf(7696,plain, % 88.10/87.88 (E(f12(f14(x76961,x76962,a1),x76963,a1),f12(f14(f9(x76961,f9(x76964,x76964,a1),a1),x76962,a1),x76963,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7701,plain, % 88.10/87.88 (E(f12(f14(x77011,x77012,a1),x77013,a1),f12(f14(f9(x77011,f9(x77014,x77014,a1),a1),x77012,a1),x77013,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7704,plain, % 88.10/87.88 (P1(f12(f14(f9(x77041,f9(x77042,x77042,a1),a1),x77043,a1),f12(f14(f9(f9(x77044,x77044,a1),x77041,a1),x77043,a1),f5(f5(a27)),a1),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,7674,1773,7694,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,2741,2476,2884,3278,3217,4938,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7031,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75])). % 88.10/87.88 cnf(7705,plain, % 88.10/87.88 (E(f12(f14(x77051,x77052,a1),x77053,a1),f12(f14(f9(x77051,f9(x77054,x77054,a1),a1),x77052,a1),x77053,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7706,plain, % 88.10/87.88 (P10(f12(f14(f9(f9(f9(f9(f9(x77061,x77061,a1),f9(x77062,x77062,a1),a1),f9(x77063,x77063,a1),a1),f9(x77064,x77064,a1),a1),f9(x77065,x77065,a1),a1),x77066,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,7674,1773,7694,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,2741,2476,2884,3278,3217,4938,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7031,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116])). % 88.10/87.88 cnf(7707,plain, % 88.10/87.88 (E(f12(f14(x77071,x77072,a1),x77073,a1),f12(f14(f9(x77071,f9(x77074,x77074,a1),a1),x77072,a1),x77073,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7709,plain, % 88.10/87.88 (E(f12(f14(x77091,x77092,a1),x77093,a1),f12(f14(f9(x77091,f9(x77094,x77094,a1),a1),x77092,a1),x77093,a1))), % 88.10/87.88 inference(rename_variables,[],[6346])). % 88.10/87.88 cnf(7710,plain, % 88.10/87.88 (P31(f12(f14(f9(f9(f9(f9(f9(x77101,x77101,a1),f9(x77102,x77102,a1),a1),f9(x77103,x77103,a1),a1),f9(x77104,x77104,a1),a1),f9(x77105,x77105,a1),a1),x77106,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[1453,7593,7674,1773,7694,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,2884,3278,3217,4938,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81])). % 88.10/87.88 cnf(7713,plain, % 88.10/87.88 (P5(f12(f14(f9(x77131,x77131,a1),x77132,a1),f5(f5(x77133)),a1),x77133,a1)), % 88.10/87.88 inference(rename_variables,[],[6931])). % 88.10/87.88 cnf(7717,plain, % 88.10/87.88 (~P5(f15(f31(x77171,x77172)),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,2884,3278,3217,1963,4938,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,6723,3280,218,191,226,175,164,253,216,204,252,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620])). % 88.10/87.88 cnf(7723,plain, % 88.10/87.88 (E(x77231,f12(f14(f9(f9(x77232,x77232,a1),x77233,a1),x77234,a1),f12(f14(x77233,x77234,a1),x77231,a1),a1))), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,2884,3278,3217,1963,4938,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,2463,6931,1806,1810,1844,1351,2197,2150,155,4564,5087,5083,262,4231,330,7669,1365,1704,3870,3882,1615,1749,4344,2348,7451,7460,1942,153,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7136,6795,7259,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,3876,6842,3464,7095,6723,3280,218,191,226,166,175,164,253,216,204,252,183,195,270,198,160,199,202,200,174,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698])). % 88.10/87.88 cnf(7726,plain, % 88.10/87.88 (~P5(f14(f12(f31(x77261,x77262),f8(f12(f12(x77263,x77264,a1),f6(x77264,a1),a1),f19(f22(x77265),a27),a1),a1),f19(f22(x77265),a27),a1),x77263,a1)), % 88.10/87.88 inference(rename_variables,[],[5990])). % 88.10/87.88 cnf(7727,plain, % 88.10/87.88 (P5(f3(a1),f19(x77271,a27),a1)), % 88.10/87.88 inference(rename_variables,[],[305])). % 88.10/87.88 cnf(7738,plain, % 88.10/87.88 (P5(f12(f14(f9(x77381,x77381,a1),x77382,a1),f5(f5(x77383)),a1),x77383,a1)), % 88.10/87.88 inference(rename_variables,[],[6931])). % 88.10/87.88 cnf(7747,plain, % 88.10/87.88 (~P5(f8(f14(f12(f31(x77471,x77472),x77473,a1),f19(f22(x77474),a27),a1),f19(f22(x77474),a27),a1),x77473,a1)), % 88.10/87.88 inference(rename_variables,[],[3208])). % 88.10/87.88 cnf(7752,plain, % 88.10/87.88 (~P6(f8(f8(f14(f3(a1),f31(x77521,x77522),a1),f31(x77521,x77522),a1),x77523,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2961])). % 88.10/87.88 cnf(7759,plain, % 88.10/87.88 (~P5(f8(f14(f12(f31(x77591,x77592),x77593,a1),f19(f22(x77594),a27),a1),f19(f22(x77594),a27),a1),x77593,a1)), % 88.10/87.88 inference(rename_variables,[],[3208])). % 88.10/87.88 cnf(7768,plain, % 88.10/87.88 (P6(f3(a1),f5(f5(f6(f12(f31(x77681,x77682),f3(a1),a1),a1))),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,2463,6931,7713,1806,1810,1844,1351,7423,2197,1349,318,310,307,2150,155,4564,5087,5083,4385,262,4231,330,7669,1365,1704,1525,3870,3882,2051,1615,1749,3675,4344,2348,7451,7460,2961,5183,1942,153,3611,305,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,3208,7747,1958,3503,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7112,7136,6795,7259,5990,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,3464,7095,6723,3280,6065,218,191,162,226,166,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796])). % 88.10/87.88 cnf(7769,plain, % 88.10/87.88 (P5(x77691,f5(f5(x77691)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7775,plain, % 88.10/87.88 (P5(x77751,f5(f5(x77751)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7778,plain, % 88.10/87.88 (~P5(f8(f14(f12(f19(f22(x77781),a27),f12(f14(f9(x77782,x77782,a1),x77783,a1),x77784,a1),a1),f31(x77785,x77786),a1),f31(x77785,x77786),a1),x77784,a1)), % 88.10/87.88 inference(rename_variables,[],[7210])). % 88.10/87.88 cnf(7780,plain, % 88.10/87.88 (~P6(x77801,f8(f14(x77801,f12(f4(a1),f6(x77802,a1),a1),a1),f12(f4(a1),f6(x77802,a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,2463,6931,7713,1806,1810,1844,1351,7423,2197,1349,7769,318,310,307,2150,155,4564,5087,5083,4385,262,4231,330,7669,1365,1704,1525,3870,3882,2051,1615,1749,3675,4344,2348,7451,7460,2961,5183,1942,153,3611,305,5020,4935,3016,3862,5823,5401,3797,4508,5368,3742,3208,7747,1958,3503,5118,6052,6414,3957,5295,5005,6774,3126,6790,7381,7112,7210,7136,7362,6795,7259,7076,5990,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,3464,7095,6723,3280,6065,218,191,162,226,166,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083])). % 88.10/87.88 cnf(7789,plain, % 88.10/87.88 (~P6(f8(f14(f12(f5(f5(f31(x77891,x77892))),x77893,a1),f31(x77894,x77895),a1),f31(x77894,x77895),a1),x77893,a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,1806,1810,1354,1844,1351,7423,2197,1349,7769,318,310,307,2150,155,4564,5087,5083,4385,262,4231,330,7669,1365,1704,1525,3870,3882,2051,1615,1749,3675,4344,2348,7451,7460,2961,5183,1942,153,3611,305,5020,4935,3016,4168,3862,5823,5401,3797,4508,5368,3742,3208,7747,1958,3503,5118,5068,6052,6414,3957,5295,5005,6774,3126,5714,6790,7381,7112,7210,7136,7362,6795,7259,7076,5990,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,3464,7095,6723,3280,6065,218,191,162,226,166,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060])). % 88.10/87.88 cnf(7793,plain, % 88.10/87.88 (P5(f12(f14(f9(x77931,x77931,a1),x77932,a1),f5(f5(x77933)),a1),x77933,a1)), % 88.10/87.88 inference(rename_variables,[],[6931])). % 88.10/87.88 cnf(7796,plain, % 88.10/87.88 (P5(f5(f5(x77961)),x77961,a1)), % 88.10/87.88 inference(rename_variables,[],[1351])). % 88.10/87.88 cnf(7804,plain, % 88.10/87.88 (P5(f3(a1),f19(x78041,a27),a1)), % 88.10/87.88 inference(rename_variables,[],[305])). % 88.10/87.88 cnf(7820,plain, % 88.10/87.88 (~P6(f8(f12(f14(f9(x78201,x78201,a1),x78202,a1),f3(a1),a1),f31(x78203,x78204),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,7738,1806,1810,1354,1844,1351,7423,2197,1340,1349,7769,318,310,2092,307,2150,155,4564,4915,5087,5083,4385,262,4231,330,7669,1365,1704,1525,3870,3882,2051,2191,1615,1749,3675,4344,2348,7451,7460,1591,2961,5183,1942,153,3611,305,7727,5020,4935,3016,4168,3862,5823,1712,5401,3797,4508,5368,3742,3208,7747,1958,3899,3503,5118,5068,6052,6414,3957,5295,5005,6774,3126,5714,6790,7381,7112,7210,7136,7362,6795,7259,7076,5990,7726,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,3464,7095,6723,4926,3280,6065,218,191,162,185,226,233,166,175,164,253,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060,798,844,999,1152,1088,1136,974,761,1109,552,760,970])). % 88.10/87.88 cnf(7824,plain, % 88.10/87.88 (~P6(f12(f6(f12(f5(f5(f3(a1))),x78241,a1),a1),f4(a1),a1),x78241,a1)), % 88.10/87.88 inference(rename_variables,[],[4344])). % 88.10/87.88 cnf(7830,plain, % 88.10/87.88 (P5(x78301,x78301,a1)), % 88.10/87.88 inference(rename_variables,[],[300])). % 88.10/87.88 cnf(7839,plain, % 88.10/87.88 (P5(x78391,f5(f5(x78391)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7857,plain, % 88.10/87.88 (P5(f12(f14(f9(x78571,x78571,a1),x78572,a1),f5(f5(x78573)),a1),x78573,a1)), % 88.10/87.88 inference(rename_variables,[],[6931])). % 88.10/87.88 cnf(7862,plain, % 88.10/87.88 (P5(f12(f14(f9(x78621,x78621,a1),x78622,a1),f5(f5(x78623)),a1),x78623,a1)), % 88.10/87.88 inference(rename_variables,[],[6931])). % 88.10/87.88 cnf(7874,plain, % 88.10/87.88 (~P5(f3(a1),f14(f10(f12(f31(x78741,x78742),f3(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,2634,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,7738,7793,7857,1806,1810,1354,1844,1351,7423,2197,1340,1349,7769,7775,318,1577,310,2092,307,3467,1357,1940,2150,155,4564,4915,5087,5083,4385,262,1933,4231,330,7669,1365,1704,1525,1470,3870,3882,2051,2191,1615,1749,3675,4344,7396,2348,7451,7460,1591,2961,5183,1942,7359,3112,153,3611,305,7727,5020,5167,4935,3016,4168,3862,5823,1712,5401,3797,4508,3242,5368,3742,3208,7747,1958,3899,3503,5118,5068,6052,6414,3957,5295,5005,6774,3126,5714,6790,7381,7112,7210,7136,7362,6795,7259,7418,7076,5990,7726,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,3464,7095,6723,7191,4926,3280,6065,218,191,162,185,300,226,233,235,166,193,175,241,164,253,227,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060,798,844,999,1152,1088,1136,974,761,1109,552,760,970,922,554,965,1028,1155,992,799,762,1110,547,797,1156,993,967,795,794,801,763,1137,758,952,994])). % 88.10/87.88 cnf(7897,plain, % 88.10/87.88 (~P6(f14(f8(f14(f3(a1),f31(x78971,x78972),a1),f31(x78971,x78972),a1),x78973,a1),f14(f8(f14(f3(a1),f31(x78971,x78972),a1),f31(x78971,x78972),a1),x78974,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2910])). % 88.10/87.88 cnf(7901,plain, % 88.10/87.88 (~P6(f8(x79011,f12(f10(f3(a1),a1),f10(f3(a1),a1),a1),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,2634,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,7738,7793,7857,7862,1806,1810,1354,1844,1351,7423,2197,1340,1349,7769,7775,318,1577,310,2092,307,3467,1357,1940,2150,155,4564,4915,5087,5083,2910,4385,262,1933,4231,330,7669,1365,1704,1525,1470,3870,3882,2051,2191,1615,1749,3675,4344,7396,2348,7451,7460,1591,2961,5183,1690,1942,7359,3112,153,3611,305,7727,5020,5167,4935,3016,4168,3862,5823,1712,5401,3797,4508,3242,5368,3742,3208,7747,7759,1958,3899,3503,6054,5118,5068,6052,6414,3957,5295,5005,6774,3126,5714,6790,7381,7112,7210,7136,7362,6795,7259,7418,7076,5990,7726,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,7158,3464,7095,6723,7191,4926,3280,5425,6065,218,191,162,185,300,226,233,235,166,193,175,241,164,253,227,181,216,204,252,183,195,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060,798,844,999,1152,1088,1136,974,761,1109,552,760,970,922,554,965,1028,1155,992,799,762,1110,547,797,1156,993,967,795,794,801,763,1137,758,952,994,1154,1143,1099,1144,1103,1061,765,756,1114,1010,1014])). % 88.10/87.88 cnf(7917,plain, % 88.10/87.88 (~P5(f12(f19(f22(x79171),a27),x79172,a1),x79172,a1)), % 88.10/87.88 inference(rename_variables,[],[3670])). % 88.10/87.88 cnf(7918,plain, % 88.10/87.88 (P5(x79181,f5(f5(x79181)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7922,plain, % 88.10/87.88 (~P5(f3(a1),f8(f10(f12(f31(x79221,x79222),f3(a1),a1),a1),f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,2634,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,7738,7793,7857,7862,1806,1810,1354,1844,1351,7423,2197,1340,1349,7769,7775,7839,318,1577,310,2092,307,3467,1357,1940,2150,155,4564,4915,5087,5083,2910,4385,262,1933,4231,330,7669,1365,1704,1525,1470,3870,3882,2051,2191,1615,1749,3675,4344,7396,2348,7451,7460,1591,2961,5183,1690,1942,7359,3112,153,3611,305,7727,7804,5020,5167,4935,3016,4168,3862,5823,1712,5401,3797,4508,3242,5368,3742,3208,7747,7759,1958,3899,3503,6054,5118,5068,6052,6414,3957,5295,3670,5005,6774,6075,3126,5714,6790,7381,7112,7210,7778,7136,7362,6795,7259,7418,7076,5990,7726,6747,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,7158,3464,7095,6723,7191,4926,3280,5425,6065,218,191,162,185,300,226,233,235,166,193,175,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060,798,844,999,1152,1088,1136,974,761,1109,552,760,970,922,554,965,1028,1155,992,799,762,1110,547,797,1156,993,967,795,794,801,763,1137,758,952,994,1154,1143,1099,1144,1103,1061,765,756,1114,1010,1014,1015,1019,987,1120,1093,932,1018,1011])). % 88.10/87.88 cnf(7924,plain, % 88.10/87.88 (~P6(f3(a1),f8(f12(f10(f3(a1),a1),f10(f3(a1),a1),a1),x79241,a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,2634,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,7738,7793,7857,7862,1806,1810,1354,1844,1351,7423,2197,1340,1349,7769,7775,7839,318,1577,310,2092,307,3467,1357,1940,2150,155,4564,4915,5087,5083,2910,4385,262,1933,4231,330,7669,1365,1704,1525,1470,3870,3882,2051,2191,1615,1749,3675,4344,7396,2348,7451,7460,1591,2961,5183,1690,1942,7359,3112,153,3611,305,7727,7804,5020,5167,4935,3016,4168,3862,5823,1712,5401,3797,4508,3242,5368,3742,3208,7747,7759,1958,3899,3503,6054,5118,5068,6052,6414,3957,5295,3670,5005,6774,6075,3126,5714,6790,7381,7112,7210,7778,7136,7362,6795,7259,7418,7076,5990,7726,6747,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,7158,3464,7095,6723,7191,4926,3280,5425,6065,218,191,162,185,300,226,233,235,166,193,175,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060,798,844,999,1152,1088,1136,974,761,1109,552,760,970,922,554,965,1028,1155,992,799,762,1110,547,797,1156,993,967,795,794,801,763,1137,758,952,994,1154,1143,1099,1144,1103,1061,765,756,1114,1010,1014,1015,1019,987,1120,1093,932,1018,1011,1009])). % 88.10/87.88 cnf(7931,plain, % 88.10/87.88 (P5(x79311,f5(f5(x79311)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7936,plain, % 88.10/87.88 (~P6(f3(a1),f8(x79361,f12(f10(f3(a1),a1),f10(f3(a1),a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,2634,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,7738,7793,7857,7862,1806,1810,1354,1844,1351,7423,2197,1340,1349,7769,7775,7839,7918,318,1577,310,2092,307,3467,1357,1940,2150,155,4564,4915,5087,5083,2910,4385,262,1933,4231,330,7669,1365,1704,1525,1470,3870,3882,2051,2191,1615,1749,3675,4344,7396,7824,2348,7451,7460,1591,2961,5183,1690,1942,7359,3112,153,3611,305,7727,7804,5020,5167,4935,3016,4168,3862,5823,1712,5401,3797,4508,3242,5368,3742,3208,7747,7759,1958,3899,3503,6054,5118,5068,6052,6414,3957,5295,2407,3670,7917,5005,6774,6075,3126,5714,6790,7381,7112,7210,7778,7136,7362,6795,7259,7418,7076,5990,7726,6747,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,7158,3464,7095,6723,7191,4926,3280,5425,6065,218,191,162,185,300,226,233,235,166,193,175,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060,798,844,999,1152,1088,1136,974,761,1109,552,760,970,922,554,965,1028,1155,992,799,762,1110,547,797,1156,993,967,795,794,801,763,1137,758,952,994,1154,1143,1099,1144,1103,1061,765,756,1114,1010,1014,1015,1019,987,1120,1093,932,1018,1011,1009,1116,931,930,1008])). % 88.10/87.88 cnf(7938,plain, % 88.10/87.88 (~P6(f8(f31(x79381,x79382),f31(x79381,x79382),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,2634,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,7738,7793,7857,7862,1806,1810,1354,1844,1351,7423,2197,1340,1349,7769,7775,7839,7918,318,1577,310,2092,307,3467,1357,1940,2150,155,4564,4915,5087,5083,2910,4385,262,1933,4231,330,7669,1365,1704,1525,1470,3870,3882,2051,2191,1615,1749,3675,4344,7396,7824,2348,7451,7460,1591,2961,5183,1690,1942,7359,3112,153,3611,305,7727,7804,5020,5167,4935,3016,4168,3862,5823,1712,5401,3797,4508,3242,5368,3742,3208,7747,7759,1958,3899,3503,6054,5118,5068,6052,6414,3957,5295,2407,3670,7917,5005,6774,6075,3126,5714,6790,7381,7112,7210,7778,7136,7362,6795,7259,7418,7076,5990,7726,6747,7206,5930,7271,6672,6752,6103,6626,6725,6738,6780,7533,3876,6842,7158,3464,7095,6723,7191,4926,3280,5425,6065,218,191,162,185,300,226,233,235,166,193,175,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060,798,844,999,1152,1088,1136,974,761,1109,552,760,970,922,554,965,1028,1155,992,799,762,1110,547,797,1156,993,967,795,794,801,763,1137,758,952,994,1154,1143,1099,1144,1103,1061,765,756,1114,1010,1014,1015,1019,987,1120,1093,932,1018,1011,1009,1116,931,930,1008,1004])). % 88.10/87.88 cnf(7947,plain, % 88.10/87.88 (P5(x79471,f5(f5(x79471)),a1)), % 88.10/87.88 inference(rename_variables,[],[1349])). % 88.10/87.88 cnf(7952,plain, % 88.10/87.88 (~P6(f14(f8(f14(f3(a1),f31(x79521,x79522),a1),f31(x79521,x79522),a1),x79523,a1),f14(f8(f14(f3(a1),f31(x79521,x79522),a1),f31(x79521,x79522),a1),x79524,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2910])). % 88.10/87.88 cnf(7955,plain, % 88.10/87.88 (~P6(f14(f8(f14(f3(a1),f31(x79551,x79552),a1),f31(x79551,x79552),a1),x79553,a1),f14(f8(f14(f3(a1),f31(x79551,x79552),a1),f31(x79551,x79552),a1),x79554,a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2910])). % 88.10/87.88 cnf(7961,plain, % 88.10/87.88 (~P6(f3(a1),f8(x79611,f15(f3(a1)),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1615])). % 88.10/87.88 cnf(7962,plain, % 88.10/87.88 (~P6(f8(f8(f14(f3(a1),f31(x79621,x79622),a1),f31(x79621,x79622),a1),x79623,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2961])). % 88.10/87.88 cnf(7965,plain, % 88.10/87.88 (~P6(f3(a1),f8(x79651,f15(f3(a1)),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1615])). % 88.10/87.88 cnf(7966,plain, % 88.10/87.88 (~P6(f8(f8(f14(f3(a1),f31(x79661,x79662),a1),f31(x79661,x79662),a1),x79663,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2961])). % 88.10/87.88 cnf(7967,plain, % 88.10/87.88 (~P6(x79671,x79671,a1)), % 88.10/87.88 inference(rename_variables,[],[330])). % 88.10/87.88 cnf(7970,plain, % 88.10/87.88 (~P6(f3(a1),f8(x79701,f15(f3(a1)),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1615])). % 88.10/87.88 cnf(7971,plain, % 88.10/87.88 (~P6(f8(f8(f14(f3(a1),f31(x79711,x79712),a1),f31(x79711,x79712),a1),x79713,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2961])). % 88.10/87.88 cnf(7974,plain, % 88.10/87.88 (~P6(f3(a1),f8(x79741,f15(f3(a1)),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[1615])). % 88.10/87.88 cnf(7975,plain, % 88.10/87.88 (~P6(f8(f8(f14(f3(a1),f31(x79751,x79752),a1),f31(x79751,x79752),a1),x79753,a1),f3(a1),a1)), % 88.10/87.88 inference(rename_variables,[],[2961])). % 88.10/87.88 cnf(8006,plain, % 88.10/87.88 (P6(f12(f14(f9(x80061,f9(x80062,x80062,a1),a1),x80063,a1),f5(f5(f3(a1))),a1),f12(f14(x80061,x80063,a1),f31(x80064,x80065),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,1453,7593,7674,1773,7694,5239,4887,6344,6874,7038,6744,7410,7649,6346,7559,7566,7568,7570,7572,7574,7576,7578,7580,7582,7584,7586,7588,7590,7595,7597,7599,7601,7603,7605,7607,7609,7611,7613,7615,7617,7619,7621,7623,7625,7627,7629,7631,7633,7635,7637,7639,7641,7643,7645,7647,7651,7653,7655,7657,7659,7661,7663,7665,7667,7671,7678,7680,7682,7684,7686,7688,7690,7696,7701,7705,7707,7709,2741,2476,1347,2884,3278,3217,1963,4938,4626,5448,3254,2634,6109,6447,4113,6321,7028,6994,6844,6330,2602,7020,2749,6878,6883,6885,6889,6891,6893,6895,6897,6899,6901,6903,6905,6907,6909,6911,6913,6915,6917,6919,6921,6923,6925,6927,6929,6934,6936,6938,6940,6942,6944,6946,6948,6950,6952,6954,6956,6958,6960,6962,6964,6966,6968,6970,6974,6976,6978,6980,6984,6986,6988,6990,6992,7000,7002,7004,7008,7010,7012,7018,7022,7026,7031,7034,1286,6838,4511,2463,6931,7713,7738,7793,7857,7862,1806,1810,1354,1844,1351,7423,7796,2197,1340,1349,7769,7775,7839,7918,7931,7947,318,1577,310,2092,307,3467,1357,1940,1418,2150,1414,155,4564,4915,5087,5083,2910,7897,7952,7955,4385,262,1933,4231,330,7669,7676,7967,1365,1704,1525,2208,1470,3870,3882,2051,1371,2191,1615,7961,7965,7970,7974,1749,3675,4344,7396,7824,2348,7451,7460,1591,1388,2961,7752,7962,7966,7971,7975,1547,5183,1690,1942,7359,3112,153,3611,305,7727,7804,5020,5167,4935,3016,4168,3862,5823,1712,5401,3797,4508,3646,3242,5368,3742,3208,7747,7759,2053,1958,1697,3899,3503,6054,5118,5068,6052,6414,3957,5295,2407,3670,7917,2101,5005,6774,6075,3126,5714,6790,7381,7112,7210,7778,7136,7362,6795,7259,7418,7076,5990,7726,6747,7206,5930,7271,6672,6752,6103,7109,6626,6725,6738,6780,7533,3876,6842,7158,3464,7095,6723,7191,4926,3280,5425,6065,223,218,191,162,185,300,7830,1611,226,233,235,166,193,175,214,241,164,253,227,181,216,204,252,183,195,249,270,198,160,179,199,202,200,174,161,158,157,523,637,638,535,635,921,474,545,829,723,591,334,636,640,832,335,634,641,639,658,831,2,14,828,1239,1240,1242,1020,817,735,1237,420,779,1236,718,854,655,563,740,607,562,938,734,772,937,712,768,936,902,1094,738,903,702,411,1241,717,923,741,742,605,939,549,419,1238,416,1243,716,940,534,816,571,904,905,770,1224,417,542,773,1097,594,706,935,776,739,476,901,775,418,737,110,606,1223,92,122,101,88,94,142,118,124,125,132,100,128,119,85,106,136,141,113,137,139,147,102,148,135,143,111,112,117,91,127,108,134,144,93,105,145,76,115,98,146,133,123,150,107,126,130,140,87,104,131,109,78,90,96,79,152,99,89,103,121,86,82,77,80,120,84,129,97,75,116,114,81,83,95,3,620,618,698,979,1062,550,1081,800,1029,684,759,1153,1111,1100,1139,1112,1150,1082,697,796,1138,1063,972,1083,802,429,764,1060,798,844,999,1152,1088,1136,974,761,1109,552,760,970,922,554,965,1028,1155,992,799,762,1110,547,797,1156,993,967,795,794,801,763,1137,758,952,994,1154,1143,1099,1144,1103,1061,765,756,1114,1010,1014,1015,1019,987,1120,1093,932,1018,1011,1009,1116,931,930,1008,1004,1017,1006,929,1005,1118,1166,1171,1066,1002,1069,1068,1000,1001,1189,1190,1067,524,871,34,1722,677,1095])). % 88.10/87.88 cnf(8037,plain, % 88.10/87.88 (P3(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[239,3263,341,342,343,344,345,346])). % 88.10/87.88 cnf(8041,plain, % 88.10/87.88 (P33(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[172,239,3247,3263,341,342,343,344,345,346,347,348])). % 88.10/87.88 cnf(8057,plain, % 88.10/87.88 (P45(f26(f5(f5(f12(f14(f9(x80571,x80571,a1),x80572,a1),f5(f5(a27)),a1)))))), % 88.10/87.88 inference(scs_inference,[],[172,239,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356])). % 88.10/87.88 cnf(8061,plain, % 88.10/87.88 (P61(f26(f5(f5(f12(f14(f9(x80611,x80611,a1),x80612,a1),f5(f5(a1)),a1)))))), % 88.10/87.88 inference(scs_inference,[],[172,239,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358])). % 88.10/87.88 cnf(8069,plain, % 88.10/87.88 (P11(f26(a27))), % 88.10/87.88 inference(scs_inference,[],[172,239,283,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362])). % 88.10/87.88 cnf(8071,plain, % 88.10/87.88 (P46(f26(a27))), % 88.10/87.88 inference(scs_inference,[],[172,239,283,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363])). % 88.10/87.88 cnf(8075,plain, % 88.10/87.88 (P16(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,283,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365])). % 88.10/87.88 cnf(8077,plain, % 88.10/87.88 (P12(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,283,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366])). % 88.10/87.88 cnf(8079,plain, % 88.10/87.88 (P17(f26(a27))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,283,286,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368])). % 88.10/87.88 cnf(8093,plain, % 88.10/87.88 (P47(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,283,286,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375])). % 88.10/87.88 cnf(8099,plain, % 88.10/87.88 (P20(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,251,283,286,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378])). % 88.10/87.88 cnf(8103,plain, % 88.10/87.88 (P71(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,251,283,286,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380])). % 88.10/87.88 cnf(8109,plain, % 88.10/87.88 (P36(f26(f5(f5(f12(f14(f9(x81091,x81091,a1),x81092,a1),f5(f5(a1)),a1)))))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,251,283,286,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383])). % 88.10/87.88 cnf(8111,plain, % 88.10/87.88 (P14(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,251,283,286,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384])). % 88.10/87.88 cnf(8113,plain, % 88.10/87.88 (P57(f26(a27))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,251,283,286,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385])). % 88.10/87.88 cnf(8121,plain, % 88.10/87.88 (P25(f26(a2))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,251,283,286,3245,3247,3263,3309,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389])). % 88.10/87.88 cnf(8129,plain, % 88.10/87.88 (P5(x81291,x81291,f12(f14(f9(f9(x81292,x81292,a1),f9(x81293,x81293,a1),a1),x81294,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(scs_inference,[],[172,219,239,251,283,286,3245,3247,3263,3309,7704,6972,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444])). % 88.10/87.88 cnf(8139,plain, % 88.10/87.88 (~E(f4(a27),f3(a27))), % 88.10/87.88 inference(scs_inference,[],[172,219,230,239,251,283,286,3245,3247,3263,3309,7704,6972,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393])). % 88.10/87.88 cnf(8147,plain, % 88.10/87.88 (P6(f3(a27),f4(a27),a27)), % 88.10/87.88 inference(scs_inference,[],[332,172,219,230,239,251,283,286,3245,3247,3263,3309,3355,7704,6972,194,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495])). % 88.10/87.88 cnf(8149,plain, % 88.10/87.88 (P5(f3(a27),f4(a27),a27)), % 88.10/87.88 inference(scs_inference,[],[332,172,219,230,239,251,283,286,3245,3247,3263,3309,3355,7704,6972,194,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496])). % 88.10/87.88 cnf(8151,plain, % 88.10/87.88 (~P6(f4(a27),f3(a27),a27)), % 88.10/87.88 inference(scs_inference,[],[332,172,219,230,239,251,283,286,3245,3247,3263,3309,3355,7704,6972,194,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555])). % 88.10/87.88 cnf(8153,plain, % 88.10/87.88 (~P5(f4(a27),f3(a27),a27)), % 88.10/87.88 inference(scs_inference,[],[332,172,219,230,239,251,283,286,3245,3247,3263,3309,3355,7704,6972,194,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556])). % 88.10/87.88 cnf(8157,plain, % 88.10/87.88 (P7(x81571,f14(x81571,x81572,a27),a27)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,219,230,239,251,283,286,3245,3247,3263,3309,3355,7704,6972,194,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651])). % 88.10/87.88 cnf(8233,plain, % 88.10/87.88 (P5(f3(f5(f5(a1))),f14(x82331,x82331,f5(f5(a1))),f5(f5(a1)))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,219,230,239,244,251,258,283,286,1355,3245,3247,3263,3309,3355,7704,6972,173,194,196,232,259,277,1784,1846,4715,4726,4768,4797,4809,4815,4835,4844,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664])). % 88.10/87.88 cnf(8235,plain, % 88.10/87.88 (P6(x82351,f12(x82351,f4(a27),a27),a27)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,219,230,239,244,251,258,283,286,1355,3245,3247,3263,3309,3355,7704,6972,173,194,196,232,259,277,1784,1846,4715,4726,4768,4797,4809,4815,4835,4844,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681])). % 88.10/87.88 cnf(8237,plain, % 88.10/87.88 (~P6(f14(x82371,x82371,f5(f5(a1))),f3(f5(f5(a1))),f5(f5(a1)))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,219,230,239,244,251,258,283,286,1355,3245,3247,3263,3309,3355,7704,6972,173,194,196,232,259,277,1784,1846,4715,4726,4768,4797,4809,4815,4835,4844,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825])). % 88.10/87.88 cnf(8303,plain, % 88.10/87.88 (E(f14(x83031,x83032,a27),f14(x83032,x83031,a27))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1355,3245,3247,3263,3309,3355,7704,6972,173,177,194,196,232,259,267,277,1784,1846,1860,4715,4726,4768,4797,4809,4815,4835,4844,1842,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565])). % 88.10/87.88 cnf(8305,plain, % 88.10/87.88 (E(f12(x83051,x83052,a27),f12(x83052,x83051,a27))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1355,3245,3247,3263,3309,3355,7704,6972,173,177,194,196,232,259,267,277,1784,1846,1860,4715,4726,4768,4797,4809,4815,4835,4844,1842,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567])). % 88.10/87.88 cnf(8341,plain, % 88.10/87.88 (E(f12(f11(x83411,a2),x83411,a2),f3(a2))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1355,3245,3247,3263,3309,3355,3371,7704,6972,173,177,194,196,232,259,267,277,1784,1846,1860,4715,4726,4768,4797,4809,4815,4835,4844,1842,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520])). % 88.10/87.88 cnf(8414,plain, % 88.10/87.88 (E(f12(f11(x84141,a2),f12(x84142,x84141,a2),a2),x84142)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1920,302,1355,3245,3247,3263,3309,3355,3371,7704,6972,173,177,194,196,232,259,267,277,1784,1838,1846,1860,4700,4715,4726,4768,4797,4809,4815,4835,4844,1806,1842,2588,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721])). % 88.10/87.88 cnf(8418,plain, % 88.10/87.88 (P6(f3(a27),f12(f4(a27),f4(a27),a27),a27)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1920,302,1355,3245,3247,3263,3309,3355,3371,7704,6972,173,177,194,196,232,259,267,277,1784,1838,1846,1860,4700,4715,4726,4768,4797,4809,4815,4835,4844,1806,1842,2588,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733])). % 88.10/87.88 cnf(8432,plain, % 88.10/87.88 (E(f7(f12(x84321,x84322,a27),x84322,a27),f7(x84321,x84322,a27))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1920,302,1355,3245,3247,3263,3309,3355,3371,7704,6972,173,177,194,196,232,259,267,277,1784,1838,1846,1860,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,1806,1842,2588,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782])). % 88.10/87.88 cnf(8436,plain, % 88.10/87.88 (E(f7(f7(x84361,x84362,a27),x84362,a27),f7(x84361,x84362,a27))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1920,302,1355,3245,3247,3263,3309,3355,3371,7704,6972,173,177,194,196,232,259,267,277,1784,1838,1846,1860,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,1806,1842,2588,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784])). % 88.10/87.88 cnf(8438,plain, % 88.10/87.88 (E(x84381,f12(f14(f9(x84382,x84382,f5(f5(a2))),x84383,f5(f5(a2))),x84381,f5(f5(a2))))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1920,302,1355,3245,3247,3263,3309,3355,3371,7704,6972,173,177,194,196,232,259,267,277,1784,1838,1846,1860,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,1806,1842,2588,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278])). % 88.10/87.88 cnf(8448,plain, % 88.10/87.88 (P7(f14(f3(a2),x84481,a2),f14(f3(a2),x84482,a2),a2)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,210,219,230,239,244,251,258,283,286,1920,302,1355,3245,3247,3263,3309,3355,3371,7704,6972,173,177,194,196,232,259,267,277,1784,1838,1846,1860,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850])). % 88.10/87.88 cnf(8548,plain, % 88.10/87.88 (~P6(f12(x85481,f6(x85481,a1),a1),f3(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,219,230,239,244,251,258,281,283,286,1920,1401,302,1355,291,3245,3247,3263,3309,3355,3371,7704,6972,173,177,194,196,232,245,259,264,267,277,1784,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,1830,2511,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870])). % 88.10/87.88 cnf(8612,plain, % 88.10/87.88 (P5(f18(f20(x86121,f36(x86122,a30,a28,a32),a2),a2),f31(x86121,a28),a1)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,251,258,281,283,286,1920,1401,302,1355,291,323,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,165,1830,2511,1844,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030])). % 88.10/87.88 cnf(8665,plain, % 88.10/87.88 (P5(f15(f16(x86651)),f4(a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,291,323,2083,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,165,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624])). % 88.10/87.88 cnf(8672,plain, % 88.10/87.88 (P5(x86721,f6(f6(f6(f6(x86721,a1),a1),a1),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[5280])). % 88.10/87.88 cnf(8680,plain, % 88.10/87.88 (P5(x86801,f6(f6(f6(f6(x86801,a1),a1),a1),a1),a1)), % 88.10/87.88 inference(rename_variables,[],[5280])). % 88.10/87.88 cnf(8682,plain, % 88.10/87.88 (P8(f26(f5(f5(f12(f14(f9(x86821,x86821,a1),x86822,a1),f5(f5(a2)),a1)))))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,291,323,5379,2083,5919,3779,5280,8672,7510,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,165,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367])). % 88.10/87.88 cnf(8686,plain, % 88.10/87.88 (~P5(f3(a1),f12(x86861,f11(f12(f19(f22(x86862),a27),x86861,a1),a1),a1),a1)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,291,323,5379,2083,5919,3779,5280,8672,5442,7510,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,165,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873])). % 88.10/87.88 cnf(8697,plain, % 88.10/87.88 (P5(f34(a30,a28),f38(a30,a28),a1)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,291,323,5379,6771,2083,7130,5919,3779,5280,8672,5442,7510,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,165,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545])). % 88.10/87.88 cnf(8701,plain, % 88.10/87.88 (P5(f11(f4(a1),a1),f16(x87011),a1)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,311,291,323,5379,6771,2083,7130,5919,3779,5280,8672,5442,7510,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,165,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723])). % 88.10/87.88 cnf(8706,plain, % 88.10/87.88 (P5(f5(f5(f5(f5(x87061)))),x87061,a1)), % 88.10/87.88 inference(rename_variables,[],[7591])). % 88.10/87.88 cnf(8708,plain, % 88.10/87.88 (~P5(f6(f38(a30,a28),a1),f34(a30,a28),a1)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,311,291,323,5379,6771,2083,7130,5919,3779,7591,5280,8672,5442,7510,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,165,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658])). % 88.10/87.88 cnf(8711,plain, % 88.10/87.88 (E(f12(x87111,f8(f4(a1),f4(a1),a1),x87112),f12(x87111,f4(a1),x87112))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,311,291,323,5379,6771,2083,7130,5919,3779,7591,5280,8672,5442,7510,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,167,182,184,1806,1842,2588,2598,165,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14])). % 88.10/87.88 cnf(8716,plain, % 88.10/87.88 (E(f12(x87161,f3(f5(f5(a2))),f5(f5(a2))),x87161)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,311,291,323,5379,6771,2083,7130,5919,3779,7591,5280,8672,5442,7510,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2588,2598,165,176,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497])). % 88.10/87.88 cnf(8727,plain, % 88.10/87.88 (P61(f12(f14(f9(f9(x87271,x87271,a1),f9(x87272,x87272,a1),a1),x87273,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(rename_variables,[],[4715])). % 88.10/87.88 cnf(8728,plain, % 88.10/87.88 (~P6(f31(x87281,x87282),f3(a1),f12(f14(f9(x87283,x87283,a1),x87284,a1),f5(f5(a1)),a1))), % 88.10/87.88 inference(rename_variables,[],[3068])). % 88.10/87.88 cnf(8742,plain, % 88.10/87.88 (~E(f9(f18(f20(a30,a35,a2),a2),f11(a32,a1),a2),f3(a2))), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,7386,311,291,323,5379,6771,2083,7130,5919,3779,3068,7591,5280,8672,5442,7510,2566,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2588,2598,165,176,1830,2511,5192,1844,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540])). % 88.10/87.88 cnf(8748,plain, % 88.10/87.88 (P7(x87481,f14(f14(x87482,x87481,a27),x87483,a27),a27)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,7386,311,291,323,5379,6771,2083,7130,5919,3779,3068,7591,5280,8672,5442,7510,2566,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2588,2598,165,176,1830,2511,5192,1844,198,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858])). % 88.10/87.88 cnf(8754,plain, % 88.10/87.88 (P7(x87541,x87541,a27)), % 88.10/87.88 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1355,7386,311,291,323,5379,6771,2083,7130,5919,3779,3068,7591,5280,8672,5442,7510,2566,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2588,2598,165,176,1830,2511,5192,1844,198,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633])). % 88.10/87.89 cnf(8769,plain, % 88.10/87.89 (P9(f12(f14(f9(x87691,x87691,a1),x87692,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[2536])). % 88.10/87.89 cnf(8772,plain, % 88.10/87.89 (P9(f12(f14(f9(x87721,x87721,a1),x87722,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[2536])). % 88.10/87.89 cnf(8775,plain, % 88.10/87.89 (P9(f12(f14(f9(x87751,x87751,a1),x87752,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[2536])). % 88.10/87.89 cnf(8777,plain, % 88.10/87.89 (~P5(f9(f31(x87771,x87772),f3(a1),f12(f14(f9(x87773,x87773,a1),x87774,a1),f5(f5(a1)),a1)),f3(f12(f14(f9(x87773,x87773,a1),x87774,a1),f5(f5(a1)),a1)),f12(f14(f9(x87773,x87773,a1),x87774,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,1401,302,1462,1355,7386,1514,311,291,323,5379,6771,2083,7130,5919,3779,3068,8728,4610,7591,5280,8672,5442,7510,2566,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,2588,2598,165,176,1830,2511,191,5192,1844,175,198,199,161,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865])). % 88.10/87.89 cnf(8778,plain, % 88.10/87.89 (P9(f12(f14(f9(x87781,x87781,a1),x87782,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[2536])). % 88.10/87.89 cnf(8822,plain, % 88.10/87.89 (~P6(f6(f9(f9(x88221,x88221,a1),x88222,a1),a1),x88222,a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,302,1462,1327,1355,7386,1514,311,291,323,5379,6771,2083,7130,5919,4174,3779,3068,8728,4610,7591,5280,8672,5442,7510,2566,3245,3247,3263,3309,3355,3371,7704,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,2588,2598,165,176,203,1830,2511,191,5192,1844,175,164,198,199,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181])). % 88.10/87.89 cnf(8893,plain, % 88.10/87.89 (P5(f3(a1),f11(f14(f9(f9(x88931,x88931,a1),f9(x88932,x88932,a1),a1),x88933,a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[6620])). % 88.10/87.89 cnf(8894,plain, % 88.10/87.89 (P5(f11(f14(f9(x88941,x88941,a1),x88942,a1),a1),f3(a1),a1)), % 88.10/87.89 inference(rename_variables,[],[5919])). % 88.10/87.89 cnf(8897,plain, % 88.10/87.89 (P5(f3(a1),f11(f14(f9(f9(x88971,x88971,a1),f9(x88972,x88972,a1),a1),x88973,a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[6620])). % 88.10/87.89 cnf(8898,plain, % 88.10/87.89 (P5(f11(f14(f9(x88981,x88981,a1),x88982,a1),a1),f3(a1),a1)), % 88.10/87.89 inference(rename_variables,[],[5919])). % 88.10/87.89 cnf(8909,plain, % 88.10/87.89 (~P6(f12(f6(f11(f11(x89091,a1),a1),a1),f4(a1),a1),x89091,a1)), % 88.10/87.89 inference(rename_variables,[],[7447])). % 88.10/87.89 cnf(8914,plain, % 88.10/87.89 (~P6(x89141,f12(f14(f9(x89142,x89142,a1),x89143,a1),f14(f8(x89141,f31(x89144,x89145),a1),f31(x89144,x89145),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[2851])). % 88.10/87.89 cnf(8924,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x89241,a32,a1),a1),x89241)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,4573,302,1462,1327,1355,7386,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,3779,5720,7447,2992,3068,8728,4610,2851,2422,7591,5280,8672,5442,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,2588,2598,165,176,203,1830,2511,191,218,5192,1844,175,164,216,252,198,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828])). % 88.10/87.89 cnf(8929,plain, % 88.10/87.89 (P5(f12(f14(f9(x89291,x89291,a1),x89292,a1),f12(f14(f9(x89293,x89293,a1),x89294,a1),x89295,a1),a1),x89295,a1)), % 88.10/87.89 inference(rename_variables,[],[6829])). % 88.10/87.89 cnf(8936,plain, % 88.10/87.89 (P9(f12(f14(f9(x89361,x89361,a1),x89362,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[2536])). % 88.10/87.89 cnf(8938,plain, % 88.10/87.89 (~P5(f12(f4(a27),x89381,a27),f12(f3(a27),x89381,a27),a27)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,4573,302,1462,1327,1355,7386,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,3779,5720,7447,2992,3068,8728,4610,2851,2422,7591,5280,8672,5442,3518,6829,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,2588,2598,165,176,203,1830,2511,191,218,5192,1844,175,164,216,252,198,160,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098])). % 88.10/87.89 cnf(8940,plain, % 88.10/87.89 (~P7(f6(f3(a1),a1),f31(x89401,x89402),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,4573,302,1462,1327,1355,7386,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,3779,5720,7447,2992,3068,8728,4610,2851,2422,7591,5280,8672,5442,3518,6829,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,2588,2598,165,176,203,1830,2511,191,218,5192,1844,175,164,216,252,198,160,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703])). % 88.10/87.89 cnf(8942,plain, % 88.10/87.89 (~P5(f11(f3(a1),f12(f14(f9(x89421,x89421,a1),x89422,a1),f5(f5(a1)),a1)),f11(f31(x89423,x89424),f12(f14(f9(x89421,x89421,a1),x89422,a1),f5(f5(a1)),a1)),f12(f14(f9(x89421,x89421,a1),x89422,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,4573,302,1462,1327,1355,7386,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,3779,5720,7447,2992,3068,8728,4610,2851,2422,7591,5280,8672,5442,3518,6829,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,2588,2598,165,176,203,1830,2511,191,218,5192,1844,175,164,216,252,198,160,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786])). % 88.10/87.89 cnf(8943,plain, % 88.10/87.89 (P9(f12(f14(f9(x89431,x89431,a1),x89432,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[2536])). % 88.10/87.89 cnf(8947,plain, % 88.10/87.89 (P5(f3(a1),f11(f11(f14(f9(x89471,x89471,a1),x89472,a1),a1),a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,4573,302,1462,1327,1355,7386,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,3779,5720,7447,4560,2992,3068,8728,4610,2851,2422,7591,5280,8672,5442,3518,6829,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,2588,2598,165,176,203,1830,2511,191,218,5192,1844,175,164,216,252,198,160,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707])). % 88.10/87.89 cnf(8957,plain, % 88.10/87.89 (~P5(f3(a1),f8(f11(f10(f12(f31(x89571,x89572),f3(a1),a1),a1),a1),f31(x89573,x89574),a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,7386,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,3779,5720,7447,4560,2992,3068,8728,4610,2851,2422,7591,5280,8672,5442,7470,3518,6829,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,2588,2598,165,176,203,1830,2511,191,218,5192,1844,155,175,164,216,252,4385,198,160,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944])). % 88.10/87.89 cnf(8970,plain, % 88.10/87.89 (~P6(x89701,f12(f14(f9(x89702,x89702,a1),x89703,a1),f14(f8(x89701,f31(x89704,x89705),a1),f31(x89704,x89705),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[2851])). % 88.10/87.89 cnf(8973,plain, % 88.10/87.89 (P9(f12(f14(f9(x89731,x89731,a1),x89732,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[2536])). % 88.10/87.89 cnf(8980,plain, % 88.10/87.89 (E(f12(f14(f9(x89801,x89801,a1),x89802,a1),f12(f14(f9(x89803,x89803,a1),x89804,a1),x89805,a1),a1),x89805)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(8982,plain, % 88.10/87.89 (~P5(f6(f31(x89821,x89822),a1),f11(f3(a1),a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,2422,7591,5280,8672,5442,7470,3518,7398,6829,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,2588,2598,165,176,203,1830,2511,191,218,5192,1844,155,175,164,216,252,4385,270,262,198,160,153,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779])). % 88.10/87.89 cnf(8985,plain, % 88.10/87.89 (P5(f12(f3(a1),x89851,f5(f5(a1))),f12(f31(x89852,x89853),x89851,f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,2422,7591,5280,8672,5442,7470,3518,7398,6829,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,2588,2598,165,176,203,1830,2511,191,218,5192,1844,155,175,164,216,252,4385,270,262,198,160,153,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938])). % 88.10/87.89 cnf(8989,plain, % 88.10/87.89 (P5(f3(a1),f18(x89891,a2),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,2422,7591,5280,8672,5442,7470,3518,7398,6829,7510,2566,3245,3247,3263,3309,3355,3371,7704,6620,8893,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,2588,2598,165,176,203,1830,2511,315,191,218,5192,1844,155,175,164,216,252,4385,270,262,198,160,153,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719])). % 88.10/87.89 cnf(8996,plain, % 88.10/87.89 (P5(f14(f9(f9(x89961,x89961,a1),f9(x89962,x89962,a1),a1),x89963,a1),f3(a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,2422,7591,5280,8672,5442,7470,3518,7398,6829,7510,2566,8006,3245,3247,3263,3309,3355,3371,7704,2803,5648,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,2588,2598,165,176,203,1830,2511,315,191,218,5192,1844,155,175,164,216,252,4385,270,262,198,160,153,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738])). % 88.10/87.89 cnf(8998,plain, % 88.10/87.89 (P6(f11(f5(f5(f31(x89981,x89982))),f12(f14(f9(x89983,x89983,a1),x89984,a1),f5(f5(a1)),a1)),f11(f3(a1),f12(f14(f9(x89983,x89983,a1),x89984,a1),f5(f5(a1)),a1)),f12(f14(f9(x89983,x89983,a1),x89984,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,2422,7591,5280,8672,5442,7470,3518,7398,6829,7510,2566,8006,3245,3247,3263,3309,3355,3371,7704,2803,5648,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,165,176,203,1830,2511,315,191,218,5192,1844,155,175,164,216,252,4385,270,262,198,160,153,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734])). % 88.10/87.89 cnf(9002,plain, % 88.10/87.89 (E(f12(f14(f9(x90021,x90021,a1),x90022,a1),f12(f14(f9(x90023,x90023,a1),x90024,a1),x90025,a1),a1),x90025)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(9004,plain, % 88.10/87.89 (P6(f11(f31(x90041,x90042),a1),f6(f4(a1),a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,2422,7591,5280,8672,5442,7470,3518,7398,8980,6829,7510,2566,8006,3245,3247,3263,3309,3355,3371,7704,2803,5648,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,165,176,203,1830,2511,315,191,218,5192,1844,155,175,164,216,252,4385,270,262,198,160,153,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772])). % 88.10/87.89 cnf(9014,plain, % 88.10/87.89 (P5(f3(a1),f14(f9(x90141,x90141,a1),x90142,a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,7326,2422,7591,5280,8672,5442,7470,3518,7398,8980,6829,7510,2566,8006,3245,3247,3263,3309,3355,3371,7704,2803,5648,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,165,176,203,1830,2511,315,191,218,5192,1844,155,175,164,216,252,4385,270,262,198,160,153,199,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742])). % 88.10/87.89 cnf(9024,plain, % 88.10/87.89 (P5(f14(x90241,x90242,a1),f12(f12(f14(x90241,x90242,a1),x90243,a1),f6(f5(f5(x90243)),a1),a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,7326,2422,7591,5280,8672,5442,7470,3518,7398,8980,6829,7510,2566,8006,6735,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094])). % 88.10/87.89 cnf(9029,plain, % 88.10/87.89 (P5(f14(f3(f5(f5(a1))),f3(f5(f5(a1))),f5(f5(a1))),f3(f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,7326,2422,7591,5280,8672,5442,7470,3518,7398,8980,6829,8929,7510,2566,8006,6735,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903])). % 88.10/87.89 cnf(9038,plain, % 88.10/87.89 (P5(f12(x90381,f3(a1),f5(f5(a1))),f12(x90381,f31(x90382,x90383),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,7326,2422,3837,7591,5280,8672,5442,7470,3518,7398,8980,6829,8929,7510,2566,8006,6735,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940])). % 88.10/87.89 cnf(9048,plain, % 88.10/87.89 (P6(f3(a1),f11(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,7326,2422,3837,7591,5280,8672,5442,7470,3518,7398,8980,6829,8929,7510,2566,8006,6735,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706])). % 88.10/87.89 cnf(9057,plain, % 88.10/87.89 (E(x90571,f12(f14(f9(f9(x90572,x90572,a1),x90573,a1),x90574,a1),f12(f14(x90573,x90574,a1),x90571,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9065,plain, % 88.10/87.89 (P6(f12(x90651,f5(f5(f34(a30,a28))),a1),f12(x90651,f38(a30,a28),a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,7326,2422,7723,3837,7591,5280,8672,5442,7470,3518,7398,8980,6829,8929,7510,2566,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935])). % 88.10/87.89 cnf(9067,plain, % 88.10/87.89 (P5(f11(f3(a1),a1),f14(f9(x90671,x90671,a1),x90672,a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,2851,8914,7326,2422,7723,3837,7591,5280,8672,5442,7470,3518,7398,8980,6829,8929,7510,2566,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775])). % 88.10/87.89 cnf(9070,plain, % 88.10/87.89 (E(x90701,f12(f14(f9(f9(x90702,x90702,a1),x90703,a1),x90704,a1),f12(f14(x90703,x90704,a1),x90701,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9072,plain, % 88.10/87.89 (E(f9(f18(f20(a30,a35,a2),a2),f11(a32,a1),a1),f3(a1))), % 88.10/87.89 inference(scs_inference,[],[332,169,172,190,208,210,212,219,222,224,230,239,244,248,251,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,3837,7591,5280,8672,5442,7470,3518,7398,8980,6829,8929,7510,2566,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418])). % 88.10/87.89 cnf(9075,plain, % 88.10/87.89 (P36(f12(f14(f9(f9(x90751,x90751,a1),f9(x90752,x90752,a1),a1),x90753,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[6972])). % 88.10/87.89 cnf(9076,plain, % 88.10/87.89 (P6(f3(a1),f5(f5(f31(x90761,x90762))),f12(f14(f9(x90763,x90763,a1),x90764,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[3518])). % 88.10/87.89 cnf(9079,plain, % 88.10/87.89 (E(x90791,f12(f14(f9(f9(x90792,x90792,a1),x90793,a1),x90794,a1),f12(f14(x90793,x90794,a1),x90791,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9081,plain, % 88.10/87.89 (E(x90811,f12(f14(f9(f9(x90812,x90812,a1),x90813,a1),x90814,a1),f12(f14(x90813,x90814,a1),x90811,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9083,plain, % 88.10/87.89 (E(x90831,f12(f14(f9(f9(x90832,x90832,a1),x90833,a1),x90834,a1),f12(f14(x90833,x90834,a1),x90831,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9085,plain, % 88.10/87.89 (E(x90851,f12(f14(f9(f9(x90852,x90852,a1),x90853,a1),x90854,a1),f12(f14(x90853,x90854,a1),x90851,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9087,plain, % 88.10/87.89 (E(x90871,f12(f14(f9(f9(x90872,x90872,a1),x90873,a1),x90874,a1),f12(f14(x90873,x90874,a1),x90871,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9089,plain, % 88.10/87.89 (E(x90891,f12(f14(f9(f9(x90892,x90892,a1),x90893,a1),x90894,a1),f12(f14(x90893,x90894,a1),x90891,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9091,plain, % 88.10/87.89 (E(x90911,f12(f14(f9(f9(x90912,x90912,a1),x90913,a1),x90914,a1),f12(f14(x90913,x90914,a1),x90911,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9093,plain, % 88.10/87.89 (E(x90931,f12(f14(f9(f9(x90932,x90932,a1),x90933,a1),x90934,a1),f12(f14(x90933,x90934,a1),x90931,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9095,plain, % 88.10/87.89 (E(x90951,f12(f14(f9(f9(x90952,x90952,a1),x90953,a1),x90954,a1),f12(f14(x90953,x90954,a1),x90951,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9096,plain, % 88.10/87.89 (P24(f12(f14(f9(f9(x90961,x90961,a1),x90962,a1),x90963,a1),f12(f14(x90962,x90963,a1),a27,a1),a1))), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,190,208,210,212,219,222,224,230,239,244,248,251,257,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,3837,7591,5280,8672,5442,7470,3518,7398,8980,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128])). % 88.10/87.89 cnf(9097,plain, % 88.10/87.89 (E(x90971,f12(f14(f9(f9(x90972,x90972,a1),x90973,a1),x90974,a1),f12(f14(x90973,x90974,a1),x90971,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9099,plain, % 88.10/87.89 (E(f12(f14(f9(x90991,x90991,a1),x90992,a1),f12(f14(f9(x90993,x90993,a1),x90994,a1),x90995,a1),a1),x90995)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(9101,plain, % 88.10/87.89 (E(x91011,f12(f14(f9(f9(x91012,x91012,a1),x91013,a1),x91014,a1),f12(f14(x91013,x91014,a1),x91011,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9103,plain, % 88.10/87.89 (E(x91031,f12(f14(f9(f9(x91032,x91032,a1),x91033,a1),x91034,a1),f12(f14(x91033,x91034,a1),x91031,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9105,plain, % 88.10/87.89 (E(x91051,f12(f14(f9(f9(x91052,x91052,a1),x91053,a1),x91054,a1),f12(f14(x91053,x91054,a1),x91051,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9107,plain, % 88.10/87.89 (E(x91071,f12(f14(f9(f9(x91072,x91072,a1),x91073,a1),x91074,a1),f12(f14(x91073,x91074,a1),x91071,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9109,plain, % 88.10/87.89 (E(x91091,f12(f14(f9(f9(x91092,x91092,a1),x91093,a1),x91094,a1),f12(f14(x91093,x91094,a1),x91091,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9111,plain, % 88.10/87.89 (E(x91111,f12(f14(f9(f9(x91112,x91112,a1),x91113,a1),x91114,a1),f12(f14(x91113,x91114,a1),x91111,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9113,plain, % 88.10/87.89 (E(x91131,f12(f14(f9(f9(x91132,x91132,a1),x91133,a1),x91134,a1),f12(f14(x91133,x91134,a1),x91131,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9115,plain, % 88.10/87.89 (E(x91151,f12(f14(f9(f9(x91152,x91152,a1),x91153,a1),x91154,a1),f12(f14(x91153,x91154,a1),x91151,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9117,plain, % 88.10/87.89 (E(x91171,f12(f14(f9(f9(x91172,x91172,a1),x91173,a1),x91174,a1),f12(f14(x91173,x91174,a1),x91171,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9118,plain, % 88.10/87.89 (P39(f12(f14(f9(f9(x91181,x91181,a1),x91182,a1),x91183,a1),f12(f14(x91182,x91183,a1),a2,a1),a1))), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,190,205,208,210,212,219,222,224,230,239,244,248,251,257,258,273,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,3837,7591,5280,8672,5442,7470,3518,7398,8980,9002,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7618,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76])). % 88.10/87.89 cnf(9119,plain, % 88.10/87.89 (E(x91191,f12(f14(f9(f9(x91192,x91192,a1),x91193,a1),x91194,a1),f12(f14(x91193,x91194,a1),x91191,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9121,plain, % 88.10/87.89 (E(x91211,f12(f14(f9(f9(x91212,x91212,a1),x91213,a1),x91214,a1),f12(f14(x91213,x91214,a1),x91211,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9123,plain, % 88.10/87.89 (E(x91231,f12(f14(f9(f9(x91232,x91232,a1),x91233,a1),x91234,a1),f12(f14(x91233,x91234,a1),x91231,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9125,plain, % 88.10/87.89 (E(x91251,f12(f14(f9(f9(x91252,x91252,a1),x91253,a1),x91254,a1),f12(f14(x91253,x91254,a1),x91251,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9127,plain, % 88.10/87.89 (E(x91271,f12(f14(f9(f9(x91272,x91272,a1),x91273,a1),x91274,a1),f12(f14(x91273,x91274,a1),x91271,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9129,plain, % 88.10/87.89 (E(x91291,f12(f14(f9(f9(x91292,x91292,a1),x91293,a1),x91294,a1),f12(f14(x91293,x91294,a1),x91291,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9131,plain, % 88.10/87.89 (E(x91311,f12(f14(f9(f9(x91312,x91312,a1),x91313,a1),x91314,a1),f12(f14(x91313,x91314,a1),x91311,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9133,plain, % 88.10/87.89 (E(x91331,f12(f14(f9(f9(x91332,x91332,a1),x91333,a1),x91334,a1),f12(f14(x91333,x91334,a1),x91331,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9135,plain, % 88.10/87.89 (E(x91351,f12(f14(f9(f9(x91352,x91352,a1),x91353,a1),x91354,a1),f12(f14(x91353,x91354,a1),x91351,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9137,plain, % 88.10/87.89 (E(x91371,f12(f14(f9(f9(x91372,x91372,a1),x91373,a1),x91374,a1),f12(f14(x91373,x91374,a1),x91371,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9138,plain, % 88.10/87.89 (P38(f12(f14(f9(f9(x91381,x91381,a1),x91382,a1),x91383,a1),f12(f14(x91382,x91383,a1),a2,a1),a1))), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,190,205,207,208,210,212,219,222,224,230,239,244,248,251,257,258,268,273,276,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,3837,7591,5280,8672,5442,7470,3518,7398,8980,9002,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7616,7618,7630,7634,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117])). % 88.10/87.89 cnf(9139,plain, % 88.10/87.89 (E(x91391,f12(f14(f9(f9(x91392,x91392,a1),x91393,a1),x91394,a1),f12(f14(x91393,x91394,a1),x91391,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9141,plain, % 88.10/87.89 (E(x91411,f12(f14(f9(f9(x91412,x91412,a1),x91413,a1),x91414,a1),f12(f14(x91413,x91414,a1),x91411,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9143,plain, % 88.10/87.89 (E(x91431,f12(f14(f9(f9(x91432,x91432,a1),x91433,a1),x91434,a1),f12(f14(x91433,x91434,a1),x91431,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9145,plain, % 88.10/87.89 (E(x91451,f12(f14(f9(f9(x91452,x91452,a1),x91453,a1),x91454,a1),f12(f14(x91453,x91454,a1),x91451,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9146,plain, % 88.10/87.89 (P41(f12(f14(f9(f9(x91461,x91461,a1),x91462,a1),x91463,a1),f12(f14(x91462,x91463,a1),a2,a1),a1))), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,190,205,207,208,210,212,219,222,224,230,239,244,248,251,257,258,265,268,273,276,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,3837,7591,5280,8672,5442,7470,3518,7398,8980,9002,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7614,7616,7618,7626,7630,7634,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137])). % 88.10/87.89 cnf(9147,plain, % 88.10/87.89 (E(x91471,f12(f14(f9(f9(x91472,x91472,a1),x91473,a1),x91474,a1),f12(f14(x91473,x91474,a1),x91471,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9149,plain, % 88.10/87.89 (E(x91491,f12(f14(f9(f9(x91492,x91492,a1),x91493,a1),x91494,a1),f12(f14(x91493,x91494,a1),x91491,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9151,plain, % 88.10/87.89 (E(x91511,f12(f14(f9(f9(x91512,x91512,a1),x91513,a1),x91514,a1),f12(f14(x91513,x91514,a1),x91511,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9153,plain, % 88.10/87.89 (E(x91531,f12(f14(f9(f9(x91532,x91532,a1),x91533,a1),x91534,a1),f12(f14(x91533,x91534,a1),x91531,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9155,plain, % 88.10/87.89 (E(x91551,f12(f14(f9(f9(x91552,x91552,a1),x91553,a1),x91554,a1),f12(f14(x91553,x91554,a1),x91551,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9157,plain, % 88.10/87.89 (E(x91571,f12(f14(f9(f9(x91572,x91572,a1),x91573,a1),x91574,a1),f12(f14(x91573,x91574,a1),x91571,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9159,plain, % 88.10/87.89 (E(x91591,f12(f14(f9(f9(x91592,x91592,a1),x91593,a1),x91594,a1),f12(f14(x91593,x91594,a1),x91591,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9161,plain, % 88.10/87.89 (E(x91611,f12(f14(f9(f9(x91612,x91612,a1),x91613,a1),x91614,a1),f12(f14(x91613,x91614,a1),x91611,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9163,plain, % 88.10/87.89 (E(x91631,f12(f14(f9(f9(x91632,x91632,a1),x91633,a1),x91634,a1),f12(f14(x91633,x91634,a1),x91631,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9165,plain, % 88.10/87.89 (E(x91651,f12(f14(f9(f9(x91652,x91652,a1),x91653,a1),x91654,a1),f12(f14(x91653,x91654,a1),x91651,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9166,plain, % 88.10/87.89 (P12(f12(f14(f9(f9(x91661,x91661,a1),x91662,a1),x91663,a1),f12(f14(x91662,x91663,a1),a2,a1),a1))), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,3837,7591,5280,8672,5442,7470,3518,7398,8980,9002,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7660,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,7648,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98])). % 88.10/87.89 cnf(9167,plain, % 88.10/87.89 (E(x91671,f12(f14(f9(f9(x91672,x91672,a1),x91673,a1),x91674,a1),f12(f14(x91673,x91674,a1),x91671,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9169,plain, % 88.10/87.89 (E(x91691,f12(f14(f9(f9(x91692,x91692,a1),x91693,a1),x91694,a1),f12(f14(x91693,x91694,a1),x91691,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9171,plain, % 88.10/87.89 (E(x91711,f12(f14(f9(f9(x91712,x91712,a1),x91713,a1),x91714,a1),f12(f14(x91713,x91714,a1),x91711,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9173,plain, % 88.10/87.89 (E(x91731,f12(f14(f9(f9(x91732,x91732,a1),x91733,a1),x91734,a1),f12(f14(x91733,x91734,a1),x91731,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9175,plain, % 88.10/87.89 (E(x91751,f12(f14(f9(f9(x91752,x91752,a1),x91753,a1),x91754,a1),f12(f14(x91753,x91754,a1),x91751,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9177,plain, % 88.10/87.89 (E(x91771,f12(f14(f9(f9(x91772,x91772,a1),x91773,a1),x91774,a1),f12(f14(x91773,x91774,a1),x91771,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9179,plain, % 88.10/87.89 (E(x91791,f12(f14(f9(f9(x91792,x91792,a1),x91793,a1),x91794,a1),f12(f14(x91793,x91794,a1),x91791,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9181,plain, % 88.10/87.89 (E(x91811,f12(f14(f9(f9(x91812,x91812,a1),x91813,a1),x91814,a1),f12(f14(x91813,x91814,a1),x91811,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9183,plain, % 88.10/87.89 (E(f12(f14(f9(x91831,x91831,a1),x91832,a1),f12(f14(f9(x91833,x91833,a1),x91834,a1),x91835,a1),a1),x91835)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(9185,plain, % 88.10/87.89 (E(x91851,f12(f14(f9(f9(x91852,x91852,a1),x91853,a1),x91854,a1),f12(f14(x91853,x91854,a1),x91851,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9187,plain, % 88.10/87.89 (E(x91871,f12(f14(f9(f9(x91872,x91872,a1),x91873,a1),x91874,a1),f12(f14(x91873,x91874,a1),x91871,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9189,plain, % 88.10/87.89 (E(x91891,f12(f14(f9(f9(x91892,x91892,a1),x91893,a1),x91894,a1),f12(f14(x91893,x91894,a1),x91891,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9191,plain, % 88.10/87.89 (E(x91911,f12(f14(f9(f9(x91912,x91912,a1),x91913,a1),x91914,a1),f12(f14(x91913,x91914,a1),x91911,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9193,plain, % 88.10/87.89 (E(x91931,f12(f14(f9(f9(x91932,x91932,a1),x91933,a1),x91934,a1),f12(f14(x91933,x91934,a1),x91931,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9195,plain, % 88.10/87.89 (E(x91951,f12(f14(f9(f9(x91952,x91952,a1),x91953,a1),x91954,a1),f12(f14(x91953,x91954,a1),x91951,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9197,plain, % 88.10/87.89 (E(f12(f14(f9(x91971,x91971,a1),x91972,a1),f12(f14(f9(x91973,x91973,a1),x91974,a1),x91975,a1),a1),x91975)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(9199,plain, % 88.10/87.89 (E(f12(f14(f9(x91991,x91991,a1),x91992,a1),f12(f14(f9(x91993,x91993,a1),x91994,a1),x91995,a1),a1),x91995)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(9201,plain, % 88.10/87.89 (E(x92011,f12(f14(f9(f9(x92012,x92012,a1),x92013,a1),x92014,a1),f12(f14(x92013,x92014,a1),x92011,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9203,plain, % 88.10/87.89 (E(f12(f14(f9(x92031,x92031,a1),x92032,a1),f12(f14(f9(x92033,x92033,a1),x92034,a1),x92035,a1),a1),x92035)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(9205,plain, % 88.10/87.89 (E(x92051,f12(f14(f9(f9(x92052,x92052,a1),x92053,a1),x92054,a1),f12(f14(x92053,x92054,a1),x92051,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9208,plain, % 88.10/87.89 (E(x92081,f12(f14(f9(f9(x92082,x92082,a1),x92083,a1),x92084,a1),f12(f14(x92083,x92084,a1),x92081,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9210,plain, % 88.10/87.89 (E(x92101,f12(f14(f9(f9(x92102,x92102,a1),x92103,a1),x92104,a1),f12(f14(x92103,x92104,a1),x92101,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9212,plain, % 88.10/87.89 (E(x92121,f12(f14(f9(f9(x92122,x92122,a1),x92123,a1),x92124,a1),f12(f14(x92123,x92124,a1),x92121,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9214,plain, % 88.10/87.89 (E(f12(f14(f9(x92141,x92141,a1),x92142,a1),f12(f14(f9(x92143,x92143,a1),x92144,a1),x92145,a1),a1),x92145)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(9215,plain, % 88.10/87.89 (P20(f12(f14(f9(f9(x92151,x92151,a1),x92152,a1),x92153,a1),f12(f14(x92152,x92153,a1),a2,a1),a1))), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,7512,5379,6771,2083,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,3837,7591,5280,8672,5442,7470,3518,7398,8980,9002,9099,9183,9197,9199,9203,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7710,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,7648,7691,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129])). % 88.10/87.89 cnf(9216,plain, % 88.10/87.89 (E(x92161,f12(f14(f9(f9(x92162,x92162,a1),x92163,a1),x92164,a1),f12(f14(x92163,x92164,a1),x92161,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9218,plain, % 88.10/87.89 (E(x92181,f12(f14(f9(f9(x92182,x92182,a1),x92183,a1),x92184,a1),f12(f14(x92183,x92184,a1),x92181,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9220,plain, % 88.10/87.89 (E(x92201,f12(f14(f9(f9(x92202,x92202,a1),x92203,a1),x92204,a1),f12(f14(x92203,x92204,a1),x92201,a1),a1))), % 88.10/87.89 inference(rename_variables,[],[7723])). % 88.10/87.89 cnf(9222,plain, % 88.10/87.89 (E(f14(f9(x92221,f9(x92222,x92222,a1),a1),x92223,a1),f14(x92221,x92223,a1))), % 88.10/87.89 inference(rename_variables,[],[6717])). % 88.10/87.89 cnf(9223,plain, % 88.10/87.89 (P25(f12(f14(f9(f9(x92231,x92231,a1),x92232,a1),x92233,a1),f12(f14(x92232,x92233,a1),a27,a1),a1))), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,2468,1514,311,291,323,7512,5379,6771,2083,6717,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7591,5280,8672,5442,7470,3518,7398,8980,9002,9099,9183,9197,9199,9203,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,8006,6735,5349,3245,3247,3263,3309,3355,3371,7704,2803,5648,7648,7691,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114])). % 88.10/87.89 cnf(9226,plain, % 88.10/87.89 (E(f12(f14(f9(x92261,x92261,a1),x92262,a1),f12(f14(f9(x92263,x92263,a1),x92264,a1),x92265,a1),a1),x92265)), % 88.10/87.89 inference(rename_variables,[],[7398])). % 88.10/87.89 cnf(9240,plain, % 88.10/87.89 (P6(f10(f11(f14(f9(x92401,x92401,a1),x92402,a1),a1),a1),f4(a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,5612,7386,7717,7938,2468,2162,1514,311,291,323,7512,5379,6771,2083,6717,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7591,5280,8672,5442,7470,3518,7398,8980,9002,9099,9183,9197,9199,9203,9214,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,8006,6735,5349,3245,3247,3263,3309,3355,3371,3406,7704,2803,5648,7648,7691,5788,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728])). % 88.10/87.89 cnf(9245,plain, % 88.10/87.89 (P5(x92451,f6(f6(f6(f6(x92451,a1),a1),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[5280])). % 88.10/87.89 cnf(9253,plain, % 88.10/87.89 (P9(f5(f5(f12(f14(f9(x92531,x92531,a1),x92532,a1),f5(f5(a1)),a1))))), % 88.10/87.89 inference(rename_variables,[],[3332])). % 88.10/87.89 cnf(9257,plain, % 88.10/87.89 (P9(f12(f14(x92571,x92572,a1),f12(f14(f9(f9(x92573,x92573,a1),x92571,a1),x92572,a1),f5(f5(a1)),a1),a1))), % 88.10/87.89 inference(rename_variables,[],[4069])). % 88.10/87.89 cnf(9278,plain, % 88.10/87.89 (P6(f3(a1),f15(f31(x92781,x92782)),a1)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,2660,5612,7386,7717,7938,2468,2162,1514,311,291,323,7512,5379,6771,2083,6717,7130,2443,5919,8894,8898,4174,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7591,5280,8672,8680,5442,7470,3518,7398,8980,9002,9099,9183,9197,9199,9203,9214,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,6735,5349,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,2803,5648,7648,7691,5788,4562,6620,8893,8897,6972,173,177,189,194,196,197,232,240,245,255,259,264,267,271,277,1286,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,4409,4069,9257,5894,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,2486,1844,155,226,175,164,253,216,252,4385,195,270,262,198,160,153,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548])). % 88.10/87.89 cnf(9279,plain, % 88.10/87.89 (~E(f15(f31(x92791,x92792)),f3(a1))), % 88.10/87.89 inference(rename_variables,[],[1286])). % 88.10/87.89 cnf(9358,plain, % 88.10/87.89 (P5(f5(f5(f5(f5(x93581)))),x93581,a1)), % 88.10/87.89 inference(rename_variables,[],[7591])). % 88.10/87.89 cnf(9391,plain, % 88.10/87.89 (~P6(x93911,x93911,a1)), % 88.10/87.89 inference(rename_variables,[],[330])). % 88.10/87.89 cnf(9395,plain, % 88.10/87.89 (~E(f5(f5(f22(x93951))),x93951)), % 88.10/87.89 inference(rename_variables,[],[7399])). % 88.10/87.89 cnf(9399,plain, % 88.10/87.89 (P6(f11(f31(x93991,x93992),a1),f31(x93991,x93992),a1)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1355,2719,2660,5612,7386,7717,7938,2468,2162,1514,311,291,323,7512,5379,6771,2083,6717,7130,2443,5919,8894,8898,4174,7399,2086,3779,5720,6856,7447,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7366,7591,8706,5280,8672,8680,5442,7470,4477,3518,7398,8980,9002,9099,9183,9197,9199,9203,9214,6829,8929,7510,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,6735,5349,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,7874,2803,5648,7648,7691,5788,4562,6620,8893,8897,6972,6846,1311,1676,5390,173,177,187,189,194,196,197,201,232,240,245,255,259,264,267,271,275,277,1286,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,4409,4069,9257,5894,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,191,218,5192,2486,1844,330,162,185,155,226,175,3447,1347,164,253,227,216,252,4385,195,270,262,198,160,153,179,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548,997,1078,1079,1080,1089,1090,1091,857,919,920,812,1145,1146,1024,1025,1026,1027,1147,1148,1149,1195,1196,1230,1228,1229,438,913,1072,995,926,954,736,968,726,837,729,961,973,976,1064,953,835,949,950,958,959,960,1077,962,1085,1086,1087,971,945,851,546,966,579])). % 88.10/87.89 cnf(9414,plain, % 88.10/87.89 (~P6(f3(a1),f8(x94141,f12(f10(f3(a1),a1),f10(f3(a1),a1),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[7936])). % 88.10/87.89 cnf(9427,plain, % 88.10/87.89 (~P6(f12(f6(f11(f11(x94271,a1),a1),a1),f4(a1),a1),x94271,a1)), % 88.10/87.89 inference(rename_variables,[],[7447])). % 88.10/87.89 cnf(9447,plain, % 88.10/87.89 (~P6(f15(f4(a1)),f16(x94471),a1)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1296,1355,2719,2660,5612,7386,7717,7938,2171,2468,2162,2015,1514,311,291,323,7512,5379,6771,2083,6717,3442,7130,2443,5919,8894,8898,4174,7399,2086,3779,5720,6856,7447,8909,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7366,7591,8706,5280,8672,8680,5442,7470,4477,3518,7398,8980,9002,9099,9183,9197,9199,9203,9214,6829,8929,7510,7936,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,6735,5349,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,7874,2803,5648,7648,7691,5788,4562,6620,8893,8897,6972,6846,1311,1676,5390,173,177,187,189,194,196,197,201,232,240,245,255,259,264,267,271,275,277,1286,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,4409,4069,9257,5894,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,314,317,191,218,5192,2486,1844,330,162,185,155,226,175,3447,1347,164,253,227,181,216,1357,252,4385,195,270,262,198,160,153,179,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548,997,1078,1079,1080,1089,1090,1091,857,919,920,812,1145,1146,1024,1025,1026,1027,1147,1148,1149,1195,1196,1230,1228,1229,438,913,1072,995,926,954,736,968,726,837,729,961,973,976,1064,953,835,949,950,958,959,960,1077,962,1085,1086,1087,971,945,851,546,966,579,956,957,1074,580,946,618,620,951,955,698,1029,1065,1081,979,550,1062,1063,1111,972,1088,1112,796])). % 88.10/87.89 cnf(9449,plain, % 88.10/87.89 (P7(f3(a2),f3(a2),a2)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1296,1355,2719,2660,5612,7386,7717,7938,2171,2468,2162,2015,1514,311,291,323,7512,5379,6771,2083,6717,3442,7130,2443,5919,8894,8898,4174,7399,9395,2086,3779,5720,6856,7447,8909,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7366,7591,8706,5280,8672,8680,5442,7470,4477,3518,7398,8980,9002,9099,9183,9197,9199,9203,9214,6829,8929,7510,7936,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,6735,5349,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,7874,2803,5648,7648,7691,5788,4562,6620,8893,8897,6972,6846,1311,1676,5390,173,177,187,189,194,196,197,201,232,240,245,255,259,264,267,271,275,277,1286,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,4409,4069,9257,5894,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,314,317,191,218,5192,2486,1844,330,162,185,155,226,175,3447,1347,164,253,227,181,216,1357,252,4385,195,270,262,198,160,153,179,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548,997,1078,1079,1080,1089,1090,1091,857,919,920,812,1145,1146,1024,1025,1026,1027,1147,1148,1149,1195,1196,1230,1228,1229,438,913,1072,995,926,954,736,968,726,837,729,961,973,976,1064,953,835,949,950,958,959,960,1077,962,1085,1086,1087,971,945,851,546,966,579,956,957,1074,580,946,618,620,951,955,698,1029,1065,1081,979,550,1062,1063,1111,972,1088,1112,796,1100])). % 88.10/87.89 cnf(9450,plain, % 88.10/87.89 (~E(f5(f5(f22(x94501))),x94501)), % 88.10/87.89 inference(rename_variables,[],[7399])). % 88.10/87.89 cnf(9457,plain, % 88.10/87.89 (P5(f5(f5(f5(f5(x94571)))),x94571,a1)), % 88.10/87.89 inference(rename_variables,[],[7591])). % 88.10/87.89 cnf(9460,plain, % 88.10/87.89 (~P6(f12(f6(f11(f11(x94601,a1),a1),a1),f4(a1),a1),x94601,a1)), % 88.10/87.89 inference(rename_variables,[],[7447])). % 88.10/87.89 cnf(9469,plain, % 88.10/87.89 (~P6(x94691,f11(f11(x94691,f5(f5(a1))),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7459])). % 88.10/87.89 cnf(9471,plain, % 88.10/87.89 (P6(f12(f3(a27),f3(a27),a27),f12(f4(a27),f4(a27),a27),a27)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1296,1355,2719,2660,5612,7386,7717,7938,2171,2468,2162,2015,1514,311,291,323,7512,5379,6771,2083,6717,3442,7130,2443,5919,8894,8898,4174,7399,9395,2086,3779,5720,6856,7447,8909,9427,7503,4560,2992,3068,8728,4610,321,2851,8914,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7366,7591,8706,9358,5280,8672,8680,5442,7470,4477,7459,3518,7398,8980,9002,9099,9183,9197,9199,9203,9214,6829,8929,7510,7936,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,6735,5349,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,7874,2803,5648,7648,7691,5788,4562,6620,8893,8897,6972,6846,1311,1676,5390,173,177,187,189,194,196,197,201,232,240,245,255,259,264,267,271,275,277,1286,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,4409,4069,9257,5894,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,3165,314,317,191,218,5192,2486,1844,330,162,185,155,226,1852,175,3447,1347,164,253,227,181,216,1357,252,4385,195,270,262,198,160,153,179,199,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548,997,1078,1079,1080,1089,1090,1091,857,919,920,812,1145,1146,1024,1025,1026,1027,1147,1148,1149,1195,1196,1230,1228,1229,438,913,1072,995,926,954,736,968,726,837,729,961,973,976,1064,953,835,949,950,958,959,960,1077,962,1085,1086,1087,971,945,851,546,966,579,956,957,1074,580,946,618,620,951,955,698,1029,1065,1081,979,550,1062,1063,1111,972,1088,1112,796,1100,1082,1083,974,1109,965,970,999,798,1060])). % 88.10/87.89 cnf(9474,plain, % 88.10/87.89 (~P6(x94741,f12(f14(f9(x94742,x94742,a1),x94743,a1),f14(f8(x94741,f31(x94744,x94745),a1),f31(x94744,x94745),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[2851])). % 88.10/87.89 cnf(9481,plain, % 88.10/87.89 (P36(f12(f14(f9(f9(x94811,x94811,a1),f9(x94812,x94812,a1),a1),x94813,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[6972])). % 88.10/87.89 cnf(9486,plain, % 88.10/87.89 (P5(x94861,f6(f6(f6(f6(x94861,a1),a1),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[5280])). % 88.10/87.89 cnf(9493,plain, % 88.10/87.89 (~P5(f14(f31(x94931,x94932),f31(x94931,x94932),a1),f3(a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,302,1462,1327,1332,1296,1355,2719,2660,5612,7386,7717,7938,2171,2468,2162,2015,1514,311,291,323,7512,5379,6771,2083,6717,3442,7130,2443,5919,8894,8898,4174,7399,9395,2086,3779,5720,6856,7447,8909,9427,7503,4560,2992,3068,8728,4610,321,2851,8914,8970,7326,2422,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7366,7591,8706,9358,5280,8672,8680,9245,5442,7470,4477,7459,3518,7398,8980,9002,9099,9183,9197,9199,9203,9214,9226,6829,8929,7510,7936,2566,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,6735,5349,3884,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,7874,2803,5648,7648,7691,5788,4562,6620,8893,8897,6972,9075,6846,1311,1676,3849,5390,173,177,187,189,194,196,197,201,232,240,245,255,259,264,267,271,275,277,1286,1784,1818,1838,1846,1856,1860,1864,1890,2069,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,4409,4069,9257,5894,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,165,176,203,1830,2511,315,3165,314,317,191,218,5192,2486,1844,330,162,185,155,226,1852,193,166,175,3447,1347,164,253,227,181,216,1357,252,183,4385,195,270,262,198,160,153,179,199,307,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548,997,1078,1079,1080,1089,1090,1091,857,919,920,812,1145,1146,1024,1025,1026,1027,1147,1148,1149,1195,1196,1230,1228,1229,438,913,1072,995,926,954,736,968,726,837,729,961,973,976,1064,953,835,949,950,958,959,960,1077,962,1085,1086,1087,971,945,851,546,966,579,956,957,1074,580,946,618,620,951,955,698,1029,1065,1081,979,550,1062,1063,1111,972,1088,1112,796,1100,1082,1083,974,1109,965,970,999,798,1060,795,1028,967,801,1110,922,547,992])). % 88.10/87.89 cnf(9500,plain, % 88.10/87.89 (~P6(f11(f11(x95001,f5(f5(a1))),f5(f5(a1))),x95001,f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7450])). % 88.10/87.89 cnf(9505,plain, % 88.10/87.89 (~P6(x95051,x95051,f12(f14(f9(f9(x95052,x95052,a1),f9(x95053,x95053,a1),a1),x95054,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[7323])). % 88.10/87.89 cnf(9508,plain, % 88.10/87.89 (~P6(x95081,f11(f11(x95081,f5(f5(a1))),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7459])). % 88.10/87.89 cnf(9509,plain, % 88.10/87.89 (~P6(f11(f11(x95091,f5(f5(a1))),f5(f5(a1))),x95091,f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7450])). % 88.10/87.89 cnf(9512,plain, % 88.10/87.89 (P5(x95121,f6(f6(f6(f6(x95121,a1),a1),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[5280])). % 88.10/87.89 cnf(9519,plain, % 88.10/87.89 (~P6(x95191,f11(f11(x95191,f5(f5(a1))),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7459])). % 88.10/87.89 cnf(9520,plain, % 88.10/87.89 (~P6(f11(f11(x95201,f5(f5(a1))),f5(f5(a1))),x95201,f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7450])). % 88.10/87.89 cnf(9525,plain, % 88.10/87.89 (~P6(f15(f31(x95251,x95252)),f3(a1),a1)), % 88.10/87.89 inference(rename_variables,[],[7386])). % 88.10/87.89 cnf(9539,plain, % 88.10/87.89 (~E(f5(f5(f22(x95391))),x95391)), % 88.10/87.89 inference(rename_variables,[],[7399])). % 88.10/87.89 cnf(9550,plain, % 88.10/87.89 (P5(f5(f5(f5(f5(x95501)))),x95501,a1)), % 88.10/87.89 inference(rename_variables,[],[7591])). % 88.10/87.89 cnf(9561,plain, % 88.10/87.89 (~P6(f31(x95611,x95612),f14(f9(x95613,x95613,a1),x95614,a1),a1)), % 88.10/87.89 inference(rename_variables,[],[1706])). % 88.10/87.89 cnf(9568,plain, % 88.10/87.89 (~P6(x95681,f12(f14(f9(x95682,x95682,a1),x95683,a1),f14(f8(x95681,f31(x95684,x95685),a1),f31(x95684,x95685),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[2851])). % 88.10/87.89 cnf(9569,plain, % 88.10/87.89 (~P6(f12(f14(f9(x95691,x95691,a1),x95692,a1),f14(f8(x95693,f31(x95694,x95695),a1),f31(x95694,x95695),a1),a1),x95693,a1)), % 88.10/87.89 inference(rename_variables,[],[7056])). % 88.10/87.89 cnf(9572,plain, % 88.10/87.89 (~P6(x95721,f12(f14(f9(x95722,x95722,a1),x95723,a1),f14(f8(x95721,f31(x95724,x95725),a1),f31(x95724,x95725),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[2851])). % 88.10/87.89 cnf(9578,plain, % 88.10/87.89 (P5(f5(f5(f5(f5(x95781)))),x95781,a1)), % 88.10/87.89 inference(rename_variables,[],[7591])). % 88.10/87.89 cnf(9587,plain, % 88.10/87.89 (~P6(f3(a1),f8(f12(f10(f3(a1),a1),f10(f3(a1),a1),a1),x95871,a1),a1)), % 88.10/87.89 inference(rename_variables,[],[7924])). % 88.10/87.89 cnf(9588,plain, % 88.10/87.89 (~P6(f8(x95881,f12(f10(f3(a1),a1),f10(f3(a1),a1),a1),a1),f3(a1),a1)), % 88.10/87.89 inference(rename_variables,[],[7901])). % 88.10/87.89 cnf(9620,plain, % 88.10/87.89 (P5(x96201,f6(f6(f6(f6(x96201,a1),a1),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[5280])). % 88.10/87.89 cnf(9623,plain, % 88.10/87.89 (P5(f8(x96231,f3(a1),a1),f8(f14(f8(x96231,f3(a1),a1),f3(a1),a1),f3(a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[1633])). % 88.10/87.89 cnf(9624,plain, % 88.10/87.89 (P5(x96241,x96241,a1)), % 88.10/87.89 inference(rename_variables,[],[300])). % 88.10/87.89 cnf(9630,plain, % 88.10/87.89 (P5(x96301,x96301,a1)), % 88.10/87.89 inference(rename_variables,[],[300])). % 88.10/87.89 cnf(9634,plain, % 88.10/87.89 (~P6(x96341,x96341,a1)), % 88.10/87.89 inference(rename_variables,[],[330])). % 88.10/87.89 cnf(9635,plain, % 88.10/87.89 (~P6(x96351,f12(f14(f9(x96352,x96352,a1),x96353,a1),f14(f8(x96351,f31(x96354,x96355),a1),f31(x96354,x96355),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[2851])). % 88.10/87.89 cnf(9641,plain, % 88.10/87.89 (~P6(f3(a1),f11(f31(x96411,x96412),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[1756])). % 88.10/87.89 cnf(9642,plain, % 88.10/87.89 (P5(x96421,x96421,a1)), % 88.10/87.89 inference(rename_variables,[],[300])). % 88.10/87.89 cnf(9653,plain, % 88.10/87.89 (~P5(f12(f12(f31(x96531,x96532),x96533,a1),f3(a1),a1),x96533,a1)), % 88.10/87.89 inference(rename_variables,[],[4648])). % 88.10/87.89 cnf(9661,plain, % 88.10/87.89 (P6(f12(f8(f11(f6(f4(a1),a1),a1),f6(f4(a1),a1),a1),f3(a1),a1),f3(a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,4956,302,1462,1327,1332,1296,1355,2719,2660,5612,7386,9525,7717,7938,2171,2468,2162,2015,1706,9561,2107,1514,7514,311,291,323,7512,5379,6771,2829,4648,2083,6717,9222,3442,7130,2443,7820,6358,5919,8894,8898,4174,7399,9395,9450,1938,2086,3779,5092,5720,6856,7447,8909,9427,9460,7503,4560,1633,9623,2992,3068,8728,4610,321,2851,8914,8970,9474,9568,9572,7326,2422,7374,7323,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7366,7591,8706,9358,9457,9550,5280,8672,8680,9245,9486,9512,5442,7470,4477,7901,9588,7450,9500,9509,7459,9469,9508,3518,9076,6678,7398,8980,9002,9099,9183,9197,9199,9203,9214,9226,6829,8929,7510,7924,9587,7936,9414,2566,7789,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,6735,7768,5349,3884,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,7874,7922,2803,5648,7648,7691,7378,5788,1756,7056,9569,4562,6854,6620,8893,8897,2811,6972,9075,9481,6532,6846,1311,1676,3849,5390,173,177,187,189,194,196,197,201,232,240,245,255,259,264,267,271,275,277,1286,9279,1497,1784,1818,1838,1846,1856,1860,1864,1890,2069,1626,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,4409,4069,9257,5894,3198,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,1743,165,176,203,1830,2511,315,3165,168,171,314,317,1363,191,218,2424,5192,2486,1844,330,9391,162,185,155,300,9624,9630,226,1611,1852,193,166,1365,214,175,3447,1347,164,253,227,181,216,1357,252,183,4385,195,249,270,262,198,160,153,179,199,307,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548,997,1078,1079,1080,1089,1090,1091,857,919,920,812,1145,1146,1024,1025,1026,1027,1147,1148,1149,1195,1196,1230,1228,1229,438,913,1072,995,926,954,736,968,726,837,729,961,973,976,1064,953,835,949,950,958,959,960,1077,962,1085,1086,1087,971,945,851,546,966,579,956,957,1074,580,946,618,620,951,955,698,1029,1065,1081,979,550,1062,1063,1111,972,1088,1112,796,1100,1082,1083,974,1109,965,970,999,798,1060,795,1028,967,801,1110,922,547,992,952,993,799,797,1144,1103,994,765,1143,1061,756,826,846,1121,1234,847,848,1221,1092,845,1013,986,981,983,1007,1235,1114,1010,987,1014,1015,1019,1120,1093,932,1011,1009,930,1116,931,1018,1008,1017,1004,1006,1118,929,1162,1169,1161,1191,1166,1163,1002,1066,1175,1000,1190,1001,3064,622,636,831])). % 88.10/87.89 cnf(9674,plain, % 88.10/87.89 (~E(f5(f5(f22(x96741))),x96741)), % 88.10/87.89 inference(rename_variables,[],[7399])). % 88.10/87.89 cnf(9679,plain, % 88.10/87.89 (~P6(x96791,f11(f11(x96791,f5(f5(a1))),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7459])). % 88.10/87.89 cnf(9682,plain, % 88.10/87.89 (~E(f5(f5(f22(x96821))),x96821)), % 88.10/87.89 inference(rename_variables,[],[7399])). % 88.10/87.89 cnf(9685,plain, % 88.10/87.89 (~P6(f11(f11(x96851,f5(f5(a1))),f5(f5(a1))),x96851,f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7450])). % 88.10/87.89 cnf(9691,plain, % 88.10/87.89 (P6(f3(f5(f5(a1))),f6(f5(f5(f22(f3(f5(f5(a1)))))),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,1367,4573,4956,302,303,1462,1327,1332,1296,1355,2719,2660,5612,7386,9525,7717,7938,2171,2468,2162,2015,1706,9561,2107,1514,7514,311,291,323,7512,5379,6771,2829,4648,2083,6717,9222,3442,7130,2443,7820,6358,5919,8894,8898,4174,7399,9395,9450,9539,9674,9682,1938,2086,3779,5092,5720,6856,7447,8909,9427,9460,7503,4560,1633,9623,2992,3068,8728,4610,321,2851,8914,8970,9474,9568,9572,7326,2422,7374,7323,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,3837,7366,7591,8706,9358,9457,9550,5280,8672,8680,9245,9486,9512,5442,7470,4477,7901,9588,7450,9500,9509,9520,7459,9469,9508,9519,3518,9076,6678,7398,8980,9002,9099,9183,9197,9199,9203,9214,9226,6829,8929,7510,7924,9587,7936,9414,2566,7789,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,6735,7768,5349,3884,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,7874,7922,2803,5648,7648,7691,7378,5788,1756,7056,9569,4562,6854,6620,8893,8897,2811,6972,9075,9481,6532,6846,1311,1676,3849,5390,173,177,187,189,194,196,197,201,232,240,245,247,255,259,264,267,271,275,277,1286,9279,1497,1784,1818,1838,1846,1856,1860,1864,1890,2069,1626,3066,4700,4715,4726,4768,4797,4809,4815,4835,4844,4847,4409,4069,9257,5894,3198,159,167,182,184,1794,1806,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,1743,165,176,203,1830,2511,315,3165,168,171,314,317,1363,191,218,2424,5192,2486,1844,330,9391,162,185,155,300,9624,9630,226,1611,1852,193,166,1365,214,175,3447,1347,164,253,227,181,216,1357,252,183,4385,195,249,270,262,198,160,153,179,199,307,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548,997,1078,1079,1080,1089,1090,1091,857,919,920,812,1145,1146,1024,1025,1026,1027,1147,1148,1149,1195,1196,1230,1228,1229,438,913,1072,995,926,954,736,968,726,837,729,961,973,976,1064,953,835,949,950,958,959,960,1077,962,1085,1086,1087,971,945,851,546,966,579,956,957,1074,580,946,618,620,951,955,698,1029,1065,1081,979,550,1062,1063,1111,972,1088,1112,796,1100,1082,1083,974,1109,965,970,999,798,1060,795,1028,967,801,1110,922,547,992,952,993,799,797,1144,1103,994,765,1143,1061,756,826,846,1121,1234,847,848,1221,1092,845,1013,986,981,983,1007,1235,1114,1010,987,1014,1015,1019,1120,1093,932,1011,1009,930,1116,931,1018,1008,1017,1004,1006,1118,929,1162,1169,1161,1191,1166,1163,1002,1066,1175,1000,1190,1001,3064,622,636,831,432,632,803,415,943,420,833,740,607,902,605,939,534])). % 88.10/87.89 cnf(9692,plain, % 88.10/87.89 (~E(f5(f5(f22(x96921))),x96921)), % 88.10/87.89 inference(rename_variables,[],[7399])). % 88.10/87.89 cnf(9695,plain, % 88.10/87.89 (~P6(f11(f11(x96951,f5(f5(a1))),f5(f5(a1))),x96951,f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7450])). % 88.10/87.89 cnf(9703,plain, % 88.10/87.89 (~P6(f11(f11(x97031,f5(f5(a1))),f5(f5(a1))),x97031,f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7450])). % 88.10/87.89 cnf(9710,plain, % 88.10/87.89 (~E(f5(f5(f22(x97101))),x97101)), % 88.10/87.89 inference(rename_variables,[],[7399])). % 88.10/87.89 cnf(9713,plain, % 88.10/87.89 (~E(f5(f5(f22(x97131))),x97131)), % 88.10/87.89 inference(rename_variables,[],[7399])). % 88.10/87.89 cnf(9716,plain, % 88.10/87.89 (~P6(f11(f11(x97161,f5(f5(a1))),f5(f5(a1))),x97161,f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[7450])). % 88.10/87.89 cnf(9722,plain, % 88.10/87.89 (~P6(f6(x97221,a1),f11(x97221,a1),a1)), % 88.10/87.89 inference(rename_variables,[],[1401])). % 88.10/87.89 cnf(9732,plain, % 88.10/87.89 (P5(f5(f5(f5(f5(x97321)))),x97321,a1)), % 88.10/87.89 inference(rename_variables,[],[7591])). % 88.10/87.89 cnf(9742,plain, % 88.10/87.89 (~P6(x97421,x97421,a1)), % 88.10/87.89 inference(rename_variables,[],[330])). % 88.10/87.89 cnf(9745,plain, % 88.10/87.89 (P5(f5(f5(f5(f5(x97451)))),x97451,a1)), % 88.10/87.89 inference(rename_variables,[],[7591])). % 88.10/87.89 cnf(9767,plain, % 88.10/87.89 (P5(x97671,x97671,a27)), % 88.10/87.89 inference(rename_variables,[],[1361])). % 88.10/87.89 cnf(9808,plain, % 88.10/87.89 (P5(f12(f14(f9(f9(x98081,x98081,a1),f9(x98082,x98082,a1),a1),x98083,a1),x98084,a1),x98084,a1)), % 88.10/87.89 inference(rename_variables,[],[6085])). % 88.10/87.89 cnf(9809,plain, % 88.10/87.89 (P5(x98091,f12(f14(f9(x98092,x98092,a1),x98093,a1),x98091,a1),a1)), % 88.10/87.89 inference(rename_variables,[],[5425])). % 88.10/87.89 cnf(9812,plain, % 88.10/87.89 (P5(f12(f14(f9(f9(x98121,x98121,a1),f9(x98122,x98122,a1),a1),x98123,a1),x98124,a1),x98124,a1)), % 88.10/87.89 inference(rename_variables,[],[6085])). % 88.10/87.89 cnf(9813,plain, % 88.10/87.89 (P5(x98131,f12(f14(f9(x98132,x98132,a1),x98133,a1),x98131,a1),a1)), % 88.10/87.89 inference(rename_variables,[],[5425])). % 88.10/87.89 cnf(9831,plain, % 88.10/87.89 (P5(x98311,x98311,a1)), % 88.10/87.89 inference(rename_variables,[],[300])). % 88.10/87.89 cnf(9833,plain, % 88.10/87.89 (P6(f11(f31(x98331,x98332),a1),f3(a1),a1)), % 88.10/87.89 inference(scs_inference,[],[332,163,169,172,186,188,190,205,207,208,210,212,219,222,224,230,237,239,244,246,248,251,257,258,260,265,268,273,276,278,281,283,286,1924,1920,2790,1401,9722,1367,4573,4956,302,303,1462,1327,1332,1296,1355,2719,2660,5612,7386,9525,7717,7938,2171,2468,2162,2015,1706,9561,2107,1514,7514,311,291,323,7512,5379,6771,2829,4648,9653,4193,2083,6717,9222,3442,7130,2443,7820,6358,5919,8894,8898,4174,7399,9395,9450,9539,9674,9682,9692,9710,9713,1938,2086,3779,5092,5720,6856,5049,7447,8909,9427,9460,7503,4560,1633,9623,2992,3068,8728,4610,321,2851,8914,8970,9474,9568,9572,9635,7326,2422,7374,7323,9505,7723,9057,9070,9079,9081,9083,9085,9087,9089,9091,9093,9095,9097,9101,9103,9105,9107,9109,9111,9113,9115,9117,9119,9121,9123,9125,9127,9129,9131,9133,9135,9137,9139,9141,9143,9145,9147,9149,9151,9153,9155,9157,9159,9161,9163,9165,9167,9169,9171,9173,9175,9177,9179,9181,9185,9187,9189,9191,9193,9195,9201,9205,9208,9210,9212,9216,9218,9220,7780,3837,7366,7591,8706,9358,9457,9550,9578,9732,9745,5280,8672,8680,9245,9486,9512,9620,5442,7470,4477,7440,7901,9588,1630,7450,9500,9509,9520,9685,9695,9703,9716,7459,9469,9508,9519,9679,3518,9076,6678,7398,8980,9002,9099,9183,9197,9199,9203,9214,9226,6829,8929,7510,7924,9587,7936,9414,2566,7789,3752,7558,7565,7569,7577,7579,7583,7585,7589,7594,7596,7608,7614,7616,7618,7624,7626,7630,7634,7652,7654,7660,7662,7666,7670,7677,7681,7683,7685,7687,7689,7695,7706,7710,4621,8006,7372,6735,7768,5349,3884,6056,3245,3247,3263,3309,3332,9253,3355,3371,3406,7704,7874,7922,2803,5648,7648,7691,7378,5788,1756,9641,7056,9569,4562,6854,6620,8893,8897,2811,6972,9075,9481,6532,4252,6846,1311,1676,3849,5390,173,177,180,187,189,194,196,197,201,232,240,245,247,255,259,264,267,271,275,277,1286,9279,1497,1784,1818,1838,1846,1856,1860,1864,1890,2069,1626,3066,4700,4715,8727,4726,4768,4797,4809,4815,4835,4844,4847,6085,9808,9812,4409,4069,9257,5894,3198,159,167,182,184,242,1794,1806,1824,1826,1842,2536,8769,8772,8775,8778,8936,8943,8973,2588,2598,6738,1743,165,176,203,1778,1790,1810,1830,5425,9809,9813,2511,315,3165,168,171,314,317,1363,1361,9767,191,218,2424,5192,2486,1844,330,9391,9634,9742,162,185,155,300,9624,9630,9642,9831,226,233,235,1611,1650,1852,193,166,1365,214,175,3447,241,1347,164,253,227,181,216,1357,1697,252,183,4385,195,249,270,262,198,318,160,153,179,199,307,202,200,174,161,158,157,341,342,343,344,345,346,347,348,349,350,351,352,353,354,355,356,357,358,359,360,361,362,363,364,365,366,368,369,370,371,372,373,374,375,376,377,378,379,380,381,382,383,384,385,386,387,388,389,390,391,443,444,445,1258,454,455,393,512,337,338,495,496,555,556,650,651,652,4,5,9,19,24,30,42,66,426,450,451,452,456,457,458,459,460,461,462,463,465,466,467,469,470,471,526,603,399,400,401,402,403,404,405,406,407,408,453,558,664,681,825,20,21,22,23,28,29,38,39,40,41,43,44,45,46,47,48,56,57,64,65,71,72,73,74,394,395,396,397,477,479,480,481,482,483,484,485,486,488,490,491,492,493,514,543,565,567,568,590,645,653,654,422,439,440,441,442,472,473,504,505,506,517,519,520,604,611,612,643,6,7,8,10,11,12,15,16,17,18,25,26,27,33,35,36,37,49,50,51,52,53,54,58,59,60,61,62,63,436,437,498,537,538,560,642,656,657,446,596,597,598,600,601,602,689,721,722,733,780,67,68,69,70,510,559,586,782,783,784,1278,1279,508,584,849,850,583,646,647,648,649,746,747,748,750,751,752,753,755,814,815,409,744,745,1176,1225,778,813,875,876,877,878,880,881,882,884,889,890,891,893,894,895,896,897,898,899,900,1034,1035,788,789,790,791,792,793,870,988,787,917,918,1105,1106,1107,1108,1036,1038,1040,1041,1042,1043,1044,1045,1046,1047,1048,1051,1052,1054,1055,1056,1057,1101,1102,1124,1130,1131,1132,1030,1032,1033,1205,874,911,1198,1233,1133,1134,1135,1207,1208,1023,1222,1232,1247,1246,1245,1248,5913,609,610,644,834,32,621,624,626,629,631,31,623,872,830,367,536,873,13,339,55,871,34,829,545,921,723,591,832,658,2,14,435,494,497,660,662,663,700,701,704,413,431,433,507,539,540,574,575,858,859,503,633,414,430,530,581,678,680,785,819,864,865,587,588,589,529,595,666,705,1096,434,527,528,531,532,533,582,592,715,667,777,856,1180,1181,521,906,659,766,810,811,1058,1059,806,809,855,1177,1178,1226,1227,1203,1204,805,1140,1142,661,699,709,711,821,941,942,824,708,694,695,691,710,907,908,909,910,692,693,713,990,820,1179,676,677,421,679,828,544,1239,823,1095,818,1098,703,786,1240,707,1020,822,933,669,944,668,817,674,675,934,1242,735,1237,671,561,779,938,712,719,655,1236,738,734,562,772,702,854,563,742,936,1243,937,549,1094,923,903,1241,542,770,940,904,573,1238,417,706,816,776,571,1224,416,594,1097,935,775,1223,418,606,92,110,88,122,101,118,132,124,94,128,85,119,125,112,100,91,136,93,142,106,76,144,147,111,105,113,148,134,141,135,117,139,108,143,137,115,146,140,127,145,102,133,123,87,98,150,104,99,126,107,103,90,78,121,130,131,109,77,86,84,80,152,79,120,96,82,89,81,97,129,75,116,95,114,83,3,515,551,914,916,593,728,730,732,688,585,860,861,862,863,836,838,925,927,928,548,997,1078,1079,1080,1089,1090,1091,857,919,920,812,1145,1146,1024,1025,1026,1027,1147,1148,1149,1195,1196,1230,1228,1229,438,913,1072,995,926,954,736,968,726,837,729,961,973,976,1064,953,835,949,950,958,959,960,1077,962,1085,1086,1087,971,945,851,546,966,579,956,957,1074,580,946,618,620,951,955,698,1029,1065,1081,979,550,1062,1063,1111,972,1088,1112,796,1100,1082,1083,974,1109,965,970,999,798,1060,795,1028,967,801,1110,922,547,992,952,993,799,797,1144,1103,994,765,1143,1061,756,826,846,1121,1234,847,848,1221,1092,845,1013,986,981,983,1007,1235,1114,1010,987,1014,1015,1019,1120,1093,932,1011,1009,930,1116,931,1018,1008,1017,1004,1006,1118,929,1162,1169,1161,1191,1166,1163,1002,1066,1175,1000,1190,1001,3064,622,636,831,432,632,803,415,943,420,833,740,607,902,605,939,534,768,411,741,716,773,419,476,737,739,1122,1123,996,1151,963,1157,1158,1159,1219,947,696,800,759,1139,429,1150,1138,764,1153,802,697,1152,1136,1155,964,552,554,1156,794,1137,763,1154,1099,758,1012,1005,1212,1217,1215,1164,1160,1167,1184,1168,1003])). % 88.10/87.89 cnf(10468,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x104681,a32,a1),a1),x104681)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10539,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x105391,a32,a1),a1),x105391)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10546,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x105461,a32,a1),a1),x105461)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10555,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x105551,a32,a1),a1),x105551)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10560,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x105601,a32,a1),a1),x105601)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10565,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x105651,a32,a1),a1),x105651)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10614,plain, % 88.10/87.89 (~P6(f6(f9(f9(x106141,x106141,a1),x106142,a1),a1),x106142,a1)), % 88.10/87.89 inference(rename_variables,[],[8822])). % 88.10/87.89 cnf(10617,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x106171,a32,a1),a1),x106171)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10627,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x106271,a32,a1),a1),x106271)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10634,plain, % 88.10/87.89 (P5(f14(f9(f9(x106341,x106341,a1),f9(x106342,x106342,a1),a1),x106343,a1),f3(a1),a1)), % 88.10/87.89 inference(rename_variables,[],[8996])). % 88.10/87.89 cnf(10635,plain, % 88.10/87.89 (P5(f3(a1),f14(f9(x106351,x106351,a1),x106352,a1),a1)), % 88.10/87.89 inference(rename_variables,[],[9014])). % 88.10/87.89 cnf(10666,plain, % 88.10/87.89 (~P6(x106661,f11(f11(f11(f11(x106661,a1),a1),a1),a1),a1)), % 88.10/87.89 inference(rename_variables,[],[4602])). % 88.10/87.89 cnf(10671,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x106711,a32,a1),a1),x106711)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10682,plain, % 88.10/87.89 (P5(f14(f9(f9(x106821,x106821,a1),f9(x106822,x106822,a1),a1),x106823,a1),f3(a1),a1)), % 88.10/87.89 inference(rename_variables,[],[8996])). % 88.10/87.89 cnf(10683,plain, % 88.10/87.89 (P5(f3(a1),f14(f9(x106831,x106831,a1),x106832,a1),a1)), % 88.10/87.89 inference(rename_variables,[],[9014])). % 88.10/87.89 cnf(10710,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x107101,a32,a1),a1),x107101)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10717,plain, % 88.10/87.89 (P5(f12(x107171,f3(a1),f5(f5(a1))),f12(x107171,f31(x107172,x107173),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[9038])). % 88.10/87.89 cnf(10740,plain, % 88.10/87.89 (~P6(x107401,x107401,f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[2348])). % 88.10/87.89 cnf(10763,plain, % 88.10/87.89 (P5(f12(x107631,f3(a1),f5(f5(a1))),f12(x107631,f31(x107632,x107633),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[9038])). % 88.10/87.89 cnf(10769,plain, % 88.10/87.89 (P9(f12(f14(f9(x107691,x107691,a1),x107692,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[2536])). % 88.10/87.89 cnf(10781,plain, % 88.10/87.89 (~E(x107811,f12(f5(f5(f12(f31(x107812,x107813),x107811,a1))),f5(f5(f3(a1))),a1))), % 88.10/87.89 inference(rename_variables,[],[3141])). % 88.10/87.89 cnf(10796,plain, % 88.10/87.89 (P5(f12(x107961,f3(a1),f5(f5(a1))),f12(x107961,f31(x107962,x107963),f5(f5(a1))),f5(f5(a1)))), % 88.10/87.89 inference(rename_variables,[],[9038])). % 88.10/87.89 cnf(10824,plain, % 88.10/87.89 (~E(f12(f18(f20(a30,a35,a2),a2),f12(x108241,a32,a1),a1),x108241)), % 88.10/87.89 inference(rename_variables,[],[8924])). % 88.10/87.89 cnf(10830,plain, % 88.10/87.89 (E(f12(x108301,f8(f4(a1),f4(a1),a1),x108302),f12(x108301,f4(a1),x108302))), % 88.10/87.89 inference(rename_variables,[],[8711])). % 88.10/87.89 cnf(10835,plain, % 88.10/87.89 (P9(f12(f14(f9(f9(x108351,x108351,a1),f9(x108352,x108352,a1),a1),x108353,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[4856])). % 88.10/87.89 cnf(10836,plain, % 88.10/87.89 (P5(x108361,x108361,f12(f14(f9(f9(x108362,x108362,a1),f9(x108363,x108363,a1),a1),x108364,a1),f5(f5(a1)),a1))), % 88.10/87.89 inference(rename_variables,[],[8129])). % 88.10/87.89 cnf(10861,plain, % 88.10/87.89 (E(f12(f11(x108611,a2),f12(x108612,x108611,a2),a2),x108612)), % 88.10/87.89 inference(rename_variables,[],[8414])). % 88.10/87.89 cnf(10863,plain, % 88.10/87.89 (E(f14(x108631,x108632,a27),f14(x108632,x108631,a27))), % 88.10/87.89 inference(rename_variables,[],[8303])). % 88.10/87.89 cnf(10867,plain, % 88.10/87.89 (E(f12(f11(x108671,a2),f12(x108672,x108671,a2),a2),x108672)), % 88.10/87.89 inference(rename_variables,[],[8414])). % 88.10/87.89 cnf(10869,plain, % 88.10/87.89 (P7(x108691,x108691,a27)), % 88.10/87.89 inference(rename_variables,[],[8754])). % 88.10/87.89 cnf(10873,plain, % 88.10/87.89 (E(f12(x108731,x108732,a27),f12(x108732,x108731,a27))), % 88.10/87.89 inference(rename_variables,[],[8305])). % 88.10/87.89 cnf(10875,plain, % 88.10/87.89 (P7(x108751,x108751,a27)), % 88.10/87.89 inference(rename_variables,[],[8754])). % 88.10/87.89 cnf(10897,plain, % 88.10/87.89 (P5(f14(f9(f9(x108971,x108971,a1),f9(x108972,x108972,a1),a1),x108973,a1),f3(a1),a1)), % 88.10/87.89 inference(rename_variables,[],[8996])). % 88.10/87.89 cnf(10985,plain, % 88.10/87.89 ($false), % 88.10/87.89 inference(scs_inference,[],[332,8754,10869,10875,170,225,231,274,284,287,8151,8153,8697,8303,10863,8305,10873,8149,9449,8157,8037,8041,8069,8071,8075,8077,8079,8093,8099,8103,8111,8113,8121,8139,8989,8147,8436,8432,8701,8940,8341,9399,9447,8665,8708,9493,8548,2472,9833,8414,10861,10867,8748,3200,8235,7505,9278,9014,10635,10683,7556,8418,312,8742,9072,8924,10468,10539,10546,10555,10560,10565,10617,10627,10671,10710,10824,3398,9471,3174,9067,8982,9004,8938,8448,8612,8996,10634,10682,10897,1730,8822,10614,8711,10830,4150,9240,8716,8129,10836,9096,9118,9138,9146,9166,9215,9223,4602,10666,8947,9661,8233,8237,8985,9038,10717,10763,10796,9065,8957,6852,9024,8438,7532,9048,8686,3141,10781,9029,8057,8061,8109,8682,8777,8942,8998,9691,1336,163,186,205,209,238,276,1782,1808,1828,1836,1840,1848,1878,1884,1892,1904,308,4632,4642,4697,4754,4785,4791,4856,10835,2426,5442,7450,6129,6152,6203,6270,6327,228,2056,2041,5351,178,197,247,1818,1846,1864,2517,2521,2525,2644,2672,2679,154,2069,192,240,1812,1824,2536,10769,2560,2598,2619,2348,10740,189,217,232,1778,1790,1830,156,1838,1810,176,1794,1826,2511,203,239,218,184,182,1806,191,166,165,159,1844,155,181,173,175,196,204,227,252,164,183,195,270,262,198,160,179,199,202,200,174,161,158,157,379,469,520,1033,784,918,347,463,477,602,1130,356,359,889,783,876,899,486,590,450,437,648,651,555,526,401,611,877,457,849,654,1279,649,787,407,1036,1043,473,538,1108,1232,466,747,778,880,644,622,381,623,751,493,1225,893,377,470,560,780,378,341,343,495,496,426,1040,813,389,451,753,884,791,1134,598,609,344,348,369,645,461,394,422,481,492,459,596,1035,380,1258,647,406,558,338,543,439,374,454,490,653,597,1045,387,488,1054,874,371,1038,1030,1247,556,788,346,446,584,1205,491,815,1131,357,505,397,483,441,442,1034,452,750,1102,462,482,537,744,1132,1176,353,745,366,455,814,988,444,790,1107,71,1023,73,782,368,472,508,890,1135,652,603,352,65,1246,626,395,53,67,621,8,850,363,45,484,897,624,337,825,436,642,900,445,68,351,393,664,479,746,467,360,878,350,355,382,72,519,358,11,870,911,4,19,460,517,60,559,875,1051,453,443,408,384,370,52,1057,362,514,506,917,20,69,830,404,49,63,372,57,456,896,1133,1207,399,656,586,1047,873,568,51,1124,361,565,1106,471,834,402,485,689,612,74,583,898,1052,386,504,364,465,643,1101,610,512,390,396,646,480,3064,383,657,1046,631,391,66,62,510,1198,50,1042,733,1245,365,373,403,681,56,789,1248,1048,47,6,1222,722,891,604,721,755,375,748,1055,629,1278,1208,385,349,354,405,440,18,601,793,458,342,23,40,600,367,376,388,650,400,44,567,345,1105,28,30,39,32,64,24,22,59,70,872,48,46,17,29,12,10,54,536,42,26,38,58,61,27,9,15,35,21,25,41,37,31,5,16,33,36,43,7,339,13,871,55,723,34,545,829,921,832,591,658,2,14,581,710,662,910,856,413,1180,806,589,661,667,663,430,777,678,805,713,700,666,521,855,1227,785,766,711,695,708,680,582,1142,431,575,414,1204,942,595,691,941,540,503,701,859,533,588,539,1181,1140,990,659,632,529,530,532,497,908,692,906,907,821,527,865,693,705,592,709,660,824,715,1096,1179,1203,1059,809,531,810,699,909,704,507,819,858,864,435,434,421,677,676,820,679,828,544,1095,1239,1020,1098,786,823,703,933,669,818,668,944,1240,707,1242,817,674,934,561,675,735,671,1237,1236,738,734,712,138,779,563,854,742,938,772,937,1241,1094,562,940,702,939,923,768,776,905,706,417,936,549,1243,1224,571,770,573,816,1097,935,1223,416,775,606,418,85,78,79,80,96,97,84,95,83,3,842,841,867,866,869,812,997,729,916,954,961,1157,863,920,1228,1080,1196,1149,1229,1064,919,963,960,968,1090,914,925,853,438,836,728,862,973,1072,926,927,688,835,1158,1151,860,857,548,953,1087,1148,1091,1079,551]), % 88.10/87.89 ['proof']). % 88.10/87.90 % SZS output end Proof % 88.10/87.90 % Total time :86.620000s %------------------------------------------------------------------------------