%------------------------------------------------------------------------------ % File : CSE---1.7 % Problem : ALG382-1 : TPTP v8.2.0. Released v4.1.0. % Transfm : none % Format : tptp:raw % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %d %s % Computer : n032.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 86.25s 86.41s % Output : CNFRefutation 86.57s % Verified : % SZS Type : - % Comments : %------------------------------------------------------------------------------ %----WARNING: Could not form TPTP format derivation %------------------------------------------------------------------------------ %----ORIGINAL SYSTEM OUTPUT % 0.00/0.10 % Problem : ALG382-1 : TPTP v8.2.0. Released v4.1.0. % 0.00/0.10 % Command : java -jar /export/starexec/sandbox/solver/bin/mcs_scs.jar %d %s % 0.09/0.30 % Computer : n032.cluster.edu % 0.09/0.30 % Model : x86_64 x86_64 % 0.09/0.30 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz % 0.09/0.30 % Memory : 8042.1875MB % 0.09/0.30 % OS : Linux 3.10.0-693.el7.x86_64 % 0.09/0.30 % CPULimit : 300 % 0.09/0.30 % WCLimit : 300 % 0.09/0.30 % DateTime : Wed Jun 19 17:24:38 EDT 2024 % 0.09/0.30 % CPUTime : % 0.16/0.52 start to proof:theBenchmark % 86.12/86.36 %------------------------------------------- % 86.12/86.36 % File :CSE---1.7 % 86.12/86.36 % Problem :theBenchmark % 86.12/86.36 % Transform :cnf % 86.12/86.36 % Format :tptp:raw % 86.12/86.36 % Command :java -jar mcs_scs.jar %d %s % 86.12/86.36 % 86.12/86.36 % Result :Theorem 85.350000s % 86.12/86.36 % Output :CNFRefutation 85.350000s % 86.12/86.36 %------------------------------------------- % 86.12/86.36 %------------------------------------------------------------------------------ % 86.12/86.36 % File : ALG382-1 : TPTP v8.2.0. Released v4.1.0. % 86.12/86.36 % Domain : General Algebra % 86.12/86.36 % Problem : Fundamental theorem of algebra 0501_62 % 86.12/86.36 % Version : Especial. % 86.12/86.36 % English : % 86.12/86.36 % 86.12/86.36 % Refs : [Nip10] Nipkow (2010), Email to Geoff Sutcliffe % 86.12/86.36 % : [BN10] Boehme & Nipkow (2010), Sledgehammer: Judgement Day % 86.12/86.36 % Source : [Nip10] % 86.12/86.36 % Names : Fundamental_Theorem_Algebra-0501_62 [Nip10] % 86.12/86.36 % 86.12/86.36 % Status : Unsatisfiable % 86.12/86.36 % Rating : 0.10 v8.1.0, 0.05 v7.5.0, 0.11 v7.4.0, 0.18 v7.3.0, 0.08 v7.1.0, 0.00 v7.0.0, 0.20 v6.4.0, 0.13 v6.3.0, 0.00 v6.1.0, 0.14 v6.0.0, 0.00 v5.5.0, 0.20 v5.4.0, 0.10 v5.3.0, 0.17 v5.2.0, 0.12 v5.1.0, 0.18 v5.0.0, 0.21 v4.1.0 % 86.12/86.36 % Syntax : Number of clauses : 992 ( 127 unt; 151 nHn; 680 RR) % 86.12/86.36 % Number of literals : 2854 ( 499 equ;1716 neg) % 86.12/86.36 % Maximal clause size : 6 ( 2 avg) % 86.12/86.36 % Maximal term depth : 6 ( 1 avg) % 86.12/86.36 % Number of predicates : 71 ( 70 usr; 0 prp; 1-3 aty) % 86.12/86.36 % Number of functors : 37 ( 37 usr; 8 con; 0-3 aty) % 86.12/86.36 % Number of variables : 2493 ( 87 sgn) % 86.12/86.36 % SPC : CNF_UNS_RFO_SEQ_NHN % 86.12/86.36 % 86.12/86.36 % Comments : % 86.12/86.36 %------------------------------------------------------------------------------ % 86.12/86.36 cnf(cls_divide__nonneg__neg_0,axiom, % 86.12/86.36 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.36 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.36 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.36 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.12/86.36 % 86.12/86.36 cnf(cls_zero__less__divide__iff_3,axiom, % 86.12/86.36 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.12/86.37 | ~ 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) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_zero__less__divide__iff_2,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.12/86.37 | ~ 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) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_zero__less__divide__iff_1,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.37 | ~ 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) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_zero__less__divide__iff_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.37 | ~ 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) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_mult__imp__less__div__pos_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_z,c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),V_x,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_mult__imp__div__pos__less_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),V_z,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_less__divide__eq_6,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_less__divide__eq_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_divide__less__eq_6,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_divide__less__eq_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_inverse__divide_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | 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) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_inverse__negative__imp__negative_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.37 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_DERIV__inverse__lemma_0,axiom, % 86.12/86.37 ( ~ class_RealVector_Oreal__normed__field(T_a) % 86.12/86.37 | 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) % 86.12/86.37 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.12/86.37 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_real__sqrt__eq__iff_0,axiom, % 86.12/86.37 ( c_NthRoot_Osqrt(V_x) != c_NthRoot_Osqrt(V_y) % 86.12/86.37 | V_x = V_y ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_real__sqrt__ge__zero_0,axiom, % 86.12/86.37 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x),tc_RealDef_Oreal) % 86.12/86.37 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_real__sqrt__ge__0__iff_0,axiom, % 86.12/86.37 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 86.12/86.37 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_real__sqrt__ge__0__iff_1,axiom, % 86.12/86.37 ( c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 86.12/86.37 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_abs__le__D2_0,axiom, % 86.12/86.37 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.37 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 86.12/86.37 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_abs__less__iff_2,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_zero__less__norm__iff_1,axiom, % 86.12/86.37 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.12/86.37 | 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) % 86.12/86.37 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_div__mult__div__if__dvd_0,axiom, % 86.12/86.37 ( ~ class_Divides_Osemiring__div(T_a) % 86.12/86.37 | c_HOL_Otimes__class_Otimes(c_Divides_Odiv__class_Odiv(V_x,V_y,T_a),c_Divides_Odiv__class_Odiv(V_w,V_z,T_a),T_a) = c_Divides_Odiv__class_Odiv(c_HOL_Otimes__class_Otimes(V_x,V_w,T_a),c_HOL_Otimes__class_Otimes(V_y,V_z,T_a),T_a) % 86.12/86.37 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_z,V_w,T_a) % 86.12/86.37 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_y,V_x,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_one__less__inverse__iff_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_sgn__minus_0,axiom, % 86.12/86.37 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.12/86.37 | 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) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_dvd__trans_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.12/86.37 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) % 86.12/86.37 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_b,V_c,T_a) % 86.12/86.37 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_dvd__refl_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.12/86.37 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_a,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_linorder__neqE__ordered__idom_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.12/86.37 | V_x = V_y ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_not__less__iff__gr__or__eq_0,axiom, % 86.12/86.37 ( ~ class_Orderings_Olinorder(T_a) % 86.12/86.37 | V_x = V_y % 86.12/86.37 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_linorder__antisym__conv3_0,axiom, % 86.12/86.37 ( ~ class_Orderings_Olinorder(T_a) % 86.12/86.37 | V_x = V_y % 86.12/86.37 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_linorder__less__linear_0,axiom, % 86.12/86.37 ( ~ class_Orderings_Olinorder(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 86.12/86.37 | V_x = V_y % 86.12/86.37 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_linorder__neqE_0,axiom, % 86.12/86.37 ( ~ class_Orderings_Olinorder(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.12/86.37 | V_x = V_y ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_compl__eq__compl__iff_0,axiom, % 86.12/86.37 ( ~ class_Lattices_Oboolean__algebra(T_a) % 86.12/86.37 | c_HOL_Ouminus__class_Ouminus(V_x,T_a) != c_HOL_Ouminus__class_Ouminus(V_y,T_a) % 86.12/86.37 | V_x = V_y ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_neg__equal__iff__equal_0,axiom, % 86.12/86.37 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.12/86.37 | c_HOL_Ouminus__class_Ouminus(V_a,T_a) != c_HOL_Ouminus__class_Ouminus(V_b,T_a) % 86.12/86.37 | V_a = V_b ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_real__sqrt__not__eq__zero_0,axiom, % 86.12/86.37 ( c_NthRoot_Osqrt(V_x) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_inverse__less__1__iff_1,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 86.12/86.37 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_zero__less__norm__iff_0,axiom, % 86.12/86.37 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.12/86.37 | ~ 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) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_neg__equal__0__iff__equal_0,axiom, % 86.12/86.37 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.12/86.37 | c_HOL_Ouminus__class_Ouminus(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.12/86.37 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_neg__less__iff__less_1,axiom, % 86.12/86.37 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.12/86.37 | 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) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_neg__less__iff__less_0,axiom, % 86.12/86.37 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.12/86.37 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.12/86.37 | ~ 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) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_abs__div__pos_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | 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) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_divide__nonpos__pos_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.37 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.37 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 86.12/86.37 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_inverse__eq__iff__eq_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.12/86.37 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.37 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) != c_HOL_Oinverse__class_Oinverse(V_b,T_a) % 86.12/86.37 | V_a = V_b ) ). % 86.12/86.37 % 86.12/86.37 cnf(cls_nonzero__inverse__eq__imp__eq_0,axiom, % 86.12/86.37 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.12/86.37 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) != c_HOL_Oinverse__class_Oinverse(V_b,T_a) % 86.12/86.37 | V_a = V_b % 86.12/86.37 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.12/86.37 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_inverse__nonzero__iff__nonzero_1,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oinverse__class_Oinverse(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_inverse__zero_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oinverse__class_Oinverse(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_less__eqI_1,axiom, % 86.12/86.38 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.12/86.38 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_x_H,V_y_H,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_less__eqI_0,axiom, % 86.12/86.38 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.12/86.38 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_x_H,V_y_H,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_inverse__minus__eq_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | 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) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_dvd__div__neg_0,axiom, % 86.12/86.38 ( ~ class_Divides_Oring__div(T_a) % 86.12/86.38 | c_Divides_Odiv__class_Odiv(V_x,c_HOL_Ouminus__class_Ouminus(V_y,T_a),T_a) = c_HOL_Ouminus__class_Ouminus(c_Divides_Odiv__class_Odiv(V_x,V_y,T_a),T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_y,V_x,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_dvd__neg__div_0,axiom, % 86.12/86.38 ( ~ class_Divides_Oring__div(T_a) % 86.12/86.38 | c_Divides_Odiv__class_Odiv(c_HOL_Ouminus__class_Ouminus(V_x,T_a),V_y,T_a) = c_HOL_Ouminus__class_Ouminus(c_Divides_Odiv__class_Odiv(V_x,V_y,T_a),T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_y,V_x,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_frac__less_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | ~ c_lessequals(V_w,V_z,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_w,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.12/86.38 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_abs__minus__commute_0,axiom, % 86.12/86.38 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.38 | 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) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_minus__divide__right_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | 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) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_minus__divide__left_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.38 | 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) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_one__le__inverse__iff_2,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_lessequals(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) % 86.12/86.38 | ~ c_lessequals(V_x,c_HOL_Oone__class_Oone(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_neg__equal__zero_0,axiom, % 86.12/86.38 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 86.12/86.38 | c_HOL_Ouminus__class_Ouminus(V_a,T_a) != V_a % 86.12/86.38 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_nonzero__inverse__eq__divide_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_sgn__sgn_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.38 | 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) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__less__eq_2,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__less__eq_3,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__less__eq_8,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__less__eq_9,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_less__divide__eq_2,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_less__divide__eq_3,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_less__divide__eq_8,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_less__divide__eq_9,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__neg__neg_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__pos__pos_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_zero__less__divide__iff_4,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_zero__less__divide__iff_5,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_real__sqrt__zero_0,axiom, % 86.12/86.38 c_NthRoot_Osqrt(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal)) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_one__less__inverse__iff_1,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_x,c_HOL_Oone__class_Oone(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_abs__sgn_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.38 | 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) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_nonzero__minus__divide__divide_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_div__dvd__div_0,axiom, % 86.12/86.38 ( ~ class_Divides_Osemiring__div(T_a) % 86.12/86.38 | c_Ring__and__Field_Odvd__class_Odvd(V_b,V_c,T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_Divides_Odiv__class_Odiv(V_b,V_a,T_a),c_Divides_Odiv__class_Odiv(V_c,V_a,T_a),T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_div__dvd__div_1,axiom, % 86.12/86.38 ( ~ class_Divides_Osemiring__div(T_a) % 86.12/86.38 | c_Ring__and__Field_Odvd__class_Odvd(c_Divides_Odiv__class_Odiv(V_b,V_a,T_a),c_Divides_Odiv__class_Odiv(V_c,V_a,T_a),T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_b,V_c,T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_dvd__minus__iff_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 86.12/86.38 | c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,c_HOL_Ouminus__class_Ouminus(V_y,T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_dvd__minus__iff_1,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 86.12/86.38 | c_Ring__and__Field_Odvd__class_Odvd(V_x,c_HOL_Ouminus__class_Ouminus(V_y,T_a),T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_minus__dvd__iff_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 86.12/86.38 | c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Ouminus__class_Ouminus(V_x,T_a),V_y,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_minus__dvd__iff_1,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 86.12/86.38 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Ouminus__class_Ouminus(V_x,T_a),V_y,T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_Rational_Oordered__idom__class_Osgn__less_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Osgn__class_Osgn(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_Rational_Oordered__idom__class_Osgn__less_1,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Osgn__class_Osgn(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__strict__right__mono_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__strict__right__mono__neg_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__nonneg__pos_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 86.12/86.38 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__nonpos__neg_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__self__if_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | 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) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_abs__leI_0,axiom, % 86.12/86.38 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.38 | c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) % 86.12/86.38 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 86.12/86.38 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_abs__le__iff_2,axiom, % 86.12/86.38 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.38 | c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) % 86.12/86.38 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 86.12/86.38 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_abs__minus__cancel_0,axiom, % 86.12/86.38 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.38 | 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) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_poly__bound__exists_0,axiom, % 86.12/86.38 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) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_dvd__0__left_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.12/86.38 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 86.12/86.38 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_nonzero__inverse__inverse__eq_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.12/86.38 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) = V_a % 86.12/86.38 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__le__eq_5,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.38 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.38 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_divide__le__eq_7,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.38 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_le__divide__eq_5,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.38 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_le__divide__eq_7,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.38 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.38 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.38 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_real__sqrt__gt__0__iff_1,axiom, % 86.12/86.38 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_real__sqrt__gt__0__iff_0,axiom, % 86.12/86.38 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_real__sqrt__gt__zero_0,axiom, % 86.12/86.38 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x),tc_RealDef_Oreal) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_nonzero__abs__inverse_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_nonzero__abs__divide_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | 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) % 86.12/86.38 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_inverse__positive__imp__positive_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.38 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 86.12/86.38 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_sgn__if_2,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Osgn__if(T_a) % 86.12/86.38 | c_HOL_Osgn__class_Osgn(V_x,T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Oone__class_Oone(T_a),T_a) % 86.12/86.38 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 86.12/86.38 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_real__sqrt__eq__zero__cancel_0,axiom, % 86.12/86.38 ( c_NthRoot_Osqrt(V_x) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.12/86.38 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) % 86.12/86.38 | V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 86.12/86.38 % 86.12/86.38 cnf(cls_inverse__less__imp__less_0,axiom, % 86.12/86.38 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_less__imp__inverse__less_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_inverse__less__imp__less__neg_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_less__imp__inverse__less__neg_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__0__1__iff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__0__1__iff_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__add__one__gt__zero_0,axiom, % 86.12/86.39 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) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__eq__0__iff_0,axiom, % 86.12/86.39 ( c_NthRoot_Osqrt(V_x) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.12/86.39 | V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__idempotent_0,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_zero__less__abs__iff_1,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) % 86.12/86.39 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_not__real__square__gt__zero_1,axiom, % 86.12/86.39 ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_inverse__le__imp__le_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_lessequals(V_b,V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ c_lessequals(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_le__imp__inverse__le_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_b,T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_inverse__le__imp__le__neg_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_lessequals(V_b,V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_lessequals(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Oinverse__class_Oinverse(V_b,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_le__imp__inverse__le__neg_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_b,T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__eq_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__eq_4,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__eq_5,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__eq_7,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_less__divide__eq_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_less__divide__eq_4,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_less__divide__eq_5,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_less__divide__eq_7,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__ge__minus__self_0,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.39 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__less__iff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_mult__left_Opos__bounded_0,axiom, % 86.12/86.39 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__left__Xpos__bounded__1__1(V_y,T_a),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_nonzero__inverse__minus__eq_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_dvd__0__right_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.12/86.39 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__lt__1__iff_1,axiom, % 86.12/86.39 ( c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__lt__1__iff_0,axiom, % 86.12/86.39 ( c_HOL_Oord__class_Oless(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__dvd__iff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_Ring__and__Field_Odvd__class_Odvd(V_m,V_k,T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Oabs__class_Oabs(V_m,T_a),V_k,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__dvd__iff_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Oabs__class_Oabs(V_m,T_a),V_k,T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_m,V_k,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_dvd__abs__iff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_Ring__and__Field_Odvd__class_Odvd(V_m,V_k,T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_m,c_HOL_Oabs__class_Oabs(V_k,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_dvd__abs__iff_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_Ring__and__Field_Odvd__class_Odvd(V_m,c_HOL_Oabs__class_Oabs(V_k,T_a),T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_m,V_k,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_linorder__neq__iff_1,axiom, % 86.12/86.39 ( ~ class_Orderings_Olinorder(T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_le__divide__eq_8,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.39 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__le__eq_8,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.39 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_sgn__if_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Osgn__if(T_a) % 86.12/86.39 | c_HOL_Osgn__class_Osgn(V_x,T_a) = c_HOL_Oone__class_Oone(T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 86.12/86.39 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__less__iff_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__mult__order_0,axiom, % 86.12/86.39 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_x,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_diff__divide__distrib_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide_Odiff_0,axiom, % 86.12/86.39 ( ~ class_RealVector_Oreal__normed__field(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_div__by__0_0,axiom, % 86.12/86.39 ( ~ class_Divides_Osemiring__div(T_a) % 86.12/86.39 | c_Divides_Odiv__class_Odiv(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_div__0_0,axiom, % 86.12/86.39 ( ~ class_Divides_Osemiring__div(T_a) % 86.12/86.39 | c_Divides_Odiv__class_Odiv(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_Rational_Oordered__idom__class_Osgn__greater_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Osgn__class_Osgn(V_a,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_Rational_Oordered__idom__class_Osgn__greater_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Osgn__class_Osgn(V_a,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_dvd__diff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ocomm__ring__1(T_a) % 86.12/86.39 | c_Ring__and__Field_Odvd__class_Odvd(V_x,c_HOL_Ominus__class_Ominus(V_y,V_z,T_a),T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,V_z,T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_x,V_y,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__of__neg_0,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.39 | c_HOL_Oabs__class_Oabs(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__if_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oabs__if(T_a) % 86.12/86.39 | c_HOL_Oabs__class_Oabs(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__if__lattice_0,axiom, % 86.12/86.39 ( ~ class_Orderings_Olinorder(T_a) % 86.12/86.39 | ~ class_OrderedGroup_Olordered__ab__group__add__abs(T_a) % 86.12/86.39 | c_HOL_Oabs__class_Oabs(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_mult__imp__le__div__pos_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_lessequals(V_z,c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),T_a) % 86.12/86.39 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),V_x,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_mult__imp__div__pos__le_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a),V_z,T_a) % 86.12/86.39 | ~ c_lessequals(V_x,c_HOL_Otimes__class_Otimes(V_z,V_y,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_le__divide__eq_6,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.39 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_le__divide__eq_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.39 | ~ c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__le__eq_6,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.39 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__le__eq_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.39 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_mult__sgn__abs_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | 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 ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__minus__le__zero_0,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_div__add_0,axiom, % 86.12/86.39 ( ~ class_Divides_Osemiring__div(T_a) % 86.12/86.39 | c_Divides_Odiv__class_Odiv(c_HOL_Oplus__class_Oplus(V_x,V_y,T_a),V_z,T_a) = c_HOL_Oplus__class_Oplus(c_Divides_Odiv__class_Odiv(V_x,V_z,T_a),c_Divides_Odiv__class_Odiv(V_y,V_z,T_a),T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_z,V_y,T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_z,V_x,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_inverse__eq__divide_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_class__fieldgb_Oinverse__divide_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.39 | ~ class_Int_Onumber__ring(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__left__mono__neg_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | ~ 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) % 86.12/86.39 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__left__mono_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | ~ 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) % 86.12/86.39 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.12/86.39 | ~ c_lessequals(V_b,V_a,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_norm__not__less__zero_0,axiom, % 86.12/86.39 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_frac__less2_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_w,V_z,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_w,T_a) % 86.12/86.39 | ~ c_lessequals(V_x,V_y,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_nonzero__minus__divide__right_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_neg__less__0__iff__less_1,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_neg__less__0__iff__less_0,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__mult__less_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | 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) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_b,T_a),V_d,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),V_c,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_inverse__inverse__eq_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) = V_a ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__lt__0__iff_0,axiom, % 86.12/86.39 ( c_HOL_Oord__class_Oless(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__lt__0__iff_1,axiom, % 86.12/86.39 ( c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_xt1_I10_J_0,axiom, % 86.12/86.39 ( ~ class_Orderings_Oorder(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_z,V_x,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_z,V_y,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_order__less__trans_0,axiom, % 86.12/86.39 ( ~ class_Orderings_Opreorder(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_x,V_z,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_y,V_z,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__eq__0_1,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.39 | c_HOL_Oabs__class_Oabs(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_neg__0__equal__iff__equal_0,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.12/86.39 | c_HOL_Ozero__class_Ozero(T_a) != c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 86.12/86.39 | c_HOL_Ozero__class_Ozero(T_a) = V_a ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_minus__divide__divide_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide_Ominus_0,axiom, % 86.12/86.39 ( ~ class_RealVector_Oreal__normed__field(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__gt__1__iff_0,axiom, % 86.12/86.39 ( c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__gt__1__iff_1,axiom, % 86.12/86.39 ( c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_one__le__inverse__iff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 86.12/86.39 | ~ c_lessequals(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__zero__left_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.39 | c_HOL_Oinverse__class_Odivide(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__eq__eq_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oinverse__class_Odivide(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__zero_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oinverse__class_Odivide(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide_Ozero_0,axiom, % 86.12/86.39 ( ~ class_RealVector_Oreal__normed__field(T_a) % 86.12/86.39 | c_HOL_Oinverse__class_Odivide(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_dvd__div__mult_0,axiom, % 86.12/86.39 ( ~ class_Divides_Osemiring__div(T_a) % 86.12/86.39 | c_HOL_Otimes__class_Otimes(c_Divides_Odiv__class_Odiv(V_b,V_a,T_a),V_c,T_a) = c_Divides_Odiv__class_Odiv(c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),V_a,T_a) % 86.12/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__le__0__iff_0,axiom, % 86.12/86.39 ( c_lessequals(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.12/86.39 | ~ c_lessequals(c_NthRoot_Osqrt(V_x),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__le__0__iff_1,axiom, % 86.12/86.39 ( c_lessequals(c_NthRoot_Osqrt(V_x),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.12/86.39 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_inverse__less__1__iff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),V_x,T_a) % 86.12/86.39 | c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__diff__less__iff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_a,V_r,T_a),V_x,T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__inverse_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__divide_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_abs__of__pos_0,axiom, % 86.12/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.12/86.39 | c_HOL_Oabs__class_Oabs(V_a,T_a) = V_a % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_positive__imp__inverse__positive_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_inverse__positive__iff__positive_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_inverse__positive__iff__positive_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_mult_Opos__bounded_0,axiom, % 86.12/86.39 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__Xpos__bounded__1__1(V_vskULn,T_a),tc_RealDef_Oreal) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__0__iff_3,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__0__iff_2,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__0__iff_1,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_divide__less__0__iff_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.12/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.12/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.12/86.39 | ~ 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) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_sgn__0__0_0,axiom, % 86.12/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.12/86.39 | c_HOL_Osgn__class_Osgn(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.12/86.39 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_sgn__zero__iff_0,axiom, % 86.12/86.39 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.12/86.39 | c_HOL_Osgn__class_Osgn(V_x,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.12/86.39 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.12/86.39 % 86.12/86.39 cnf(cls_real__sqrt__less__iff_0,axiom, % 86.25/86.39 ( c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_real__sqrt__less__iff_1,axiom, % 86.25/86.39 ( c_HOL_Oord__class_Oless(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_dvd__mult__div__cancel_0,axiom, % 86.25/86.39 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.39 | c_HOL_Otimes__class_Otimes(V_a,c_Divides_Odiv__class_Odiv(V_b,V_a,T_a),T_a) = V_b % 86.25/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_dvd__div__mult__self_0,axiom, % 86.25/86.39 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.39 | c_HOL_Otimes__class_Otimes(c_Divides_Odiv__class_Odiv(V_b,V_a,T_a),V_a,T_a) = V_b % 86.25/86.39 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_abs__of__nonpos_0,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.39 | c_HOL_Oabs__class_Oabs(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(V_a,T_a) % 86.25/86.39 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_real__mult__less__mono2_0,axiom, % 86.25/86.39 ( c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_z,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_z,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_z,tc_RealDef_Oreal) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_real__mult__less__iff1_1,axiom, % 86.25/86.39 ( c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_x,V_z,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_z,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_z,tc_RealDef_Oreal) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_real__mult__less__iff1_0,axiom, % 86.25/86.39 ( c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Otimes__class_Otimes(V_x,V_z,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_z,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_z,tc_RealDef_Oreal) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_le__divide__eq_3,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.39 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.25/86.39 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_le__divide__eq_2,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.39 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.39 | ~ c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_divide__le__eq_3,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.39 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.25/86.39 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_divide__le__eq_2,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.39 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.39 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_abs__diff__less__iff_2,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.39 | 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) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Oplus__class_Oplus(V_a,V_r,T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ominus__class_Ominus(V_a,V_r,T_a),V_x,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_minus__equation__iff_1,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.39 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) = V_b ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_equation__minus__iff_1,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.39 | V_a = c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_equation__minus__iff_0,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.39 | V_b = c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_double__compl_0,axiom, % 86.25/86.39 ( ~ class_Lattices_Oboolean__algebra(T_a) % 86.25/86.39 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_x,T_a),T_a) = V_x ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_minus__minus_0,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.39 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) = V_a ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_minus__diff__eq_0,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.39 | 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) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_minus__less__iff_1,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_a,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_minus__less__iff_0,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_a,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_less__minus__iff_1,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_less__minus__iff_0,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_b,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_xt1_I7_J_0,axiom, % 86.25/86.39 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_z,V_x,T_a) % 86.25/86.39 | ~ c_lessequals(V_z,V_y,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_xt1_I8_J_0,axiom, % 86.25/86.39 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_z,V_x,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_z,V_y,T_a) % 86.25/86.39 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_order__less__le__trans_0,axiom, % 86.25/86.39 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_x,V_z,T_a) % 86.25/86.39 | ~ c_lessequals(V_y,V_z,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_order__le__less__trans_0,axiom, % 86.25/86.39 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_x,V_z,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_y,V_z,T_a) % 86.25/86.39 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_order__less__imp__le_0,axiom, % 86.25/86.39 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.39 | c_lessequals(V_x,V_y,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_order__le__less_1,axiom, % 86.25/86.39 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.39 | c_lessequals(V_x,V_y,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_less__le__not__le_2,axiom, % 86.25/86.39 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.25/86.39 | c_lessequals(V_y,V_x,T_a) % 86.25/86.39 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_abs__ge__self_0,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.39 | c_lessequals(V_a,c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_xt1_I11_J_0,axiom, % 86.25/86.39 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.39 | V_a = V_b % 86.25/86.39 | ~ c_lessequals(V_b,V_a,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_order__less__le_1,axiom, % 86.25/86.39 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_real__less__def_1,axiom, % 86.25/86.39 ~ c_HOL_Oord__class_Oless(V_x,V_x,tc_RealDef_Oreal) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_order__less__irrefl_0,axiom, % 86.25/86.39 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_mult__right_Opos__bounded_0,axiom, % 86.25/86.39 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__right__Xpos__bounded__1__1(V_x,T_a),tc_RealDef_Oreal) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_inverse__negative__iff__negative_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_inverse__negative__iff__negative_1,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_negative__imp__inverse__negative_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_real__le__eq__diff_1,axiom, % 86.25/86.39 ( c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.39 | ~ c_lessequals(c_HOL_Ominus__class_Ominus(V_x,V_y,tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_real__le__eq__diff_0,axiom, % 86.25/86.39 ( c_lessequals(c_HOL_Ominus__class_Ominus(V_x,V_y,tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.39 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_one__less__inverse__iff_2,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.39 | c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_frac__le_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | 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) % 86.25/86.39 | ~ c_lessequals(V_w,V_z,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_w,T_a) % 86.25/86.39 | ~ c_lessequals(V_x,V_y,T_a) % 86.25/86.39 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_abs__not__less__zero_0,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_divide__strict__left__mono_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | 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) % 86.25/86.39 | ~ 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) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_divide__strict__left__mono__neg_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.39 | 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) % 86.25/86.39 | ~ 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) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_sgn__zero_0,axiom, % 86.25/86.39 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.39 | c_HOL_Osgn__class_Osgn(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_sgn0_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Osgn__if(T_a) % 86.25/86.39 | c_HOL_Osgn__class_Osgn(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_sgn__0__0_1,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.39 | c_HOL_Osgn__class_Osgn(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_neg__0__equal__iff__equal_1,axiom, % 86.25/86.39 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.39 | c_HOL_Ozero__class_Ozero(T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_inverse__nonzero__iff__nonzero_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.39 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.39 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.39 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_inverse__zero__imp__zero_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.39 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.39 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.39 % 86.25/86.39 cnf(cls_sgn__neg_0,axiom, % 86.25/86.39 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.39 | c_HOL_Osgn__class_Osgn(V_a,T_a) = c_HOL_Ouminus__class_Ouminus(c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.39 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.39 % 86.25/86.40 cnf(cls_sgn__1__neg_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Osgn__class_Osgn(V_a,T_a) != c_HOL_Ouminus__class_Ouminus(c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__zero_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__equal__zero_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 86.25/86.40 | c_HOL_Ouminus__class_Ouminus(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__inverse_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_class__fieldgb_Odivide__inverse_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__less__divide__1__iff_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__less__divide__1__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__abs2_0,axiom, % 86.25/86.40 c_NthRoot_Osqrt(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal)) = c_HOL_Oabs__class_Oabs(V_x,tc_RealDef_Oreal) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__abs__def_1,axiom, % 86.25/86.40 ( c_HOL_Oabs__class_Oabs(V_r,tc_RealDef_Oreal) = V_r % 86.25/86.40 | c_HOL_Oord__class_Oless(V_r,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__if__lattice_1,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | ~ class_OrderedGroup_Olordered__ab__group__add__abs(T_a) % 86.25/86.40 | c_HOL_Oabs__class_Oabs(V_a,T_a) = V_a % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__if_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oabs__if(T_a) % 86.25/86.40 | c_HOL_Oabs__class_Oabs(V_a,T_a) = V_a % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_Lim_Ominus__diff__minus_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__le__eq_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__le__eq_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_le__divide__eq_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_le__divide__eq_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__eq__0_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | c_HOL_Oabs__class_Oabs(V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__less__abs__iff_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__neg__pos_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__pos__neg_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_y,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__less__0__iff_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__less__0__iff_5,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__less__1__iff_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__diff__less__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_x,c_HOL_Oplus__class_Oplus(V_a,V_r,T_a),T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_eq__divide__eq_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_HOL_Ozero__class_Ozero(T_a) = c_HOL_Oinverse__class_Odivide(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_not__real__square__gt__zero_0,axiom, % 86.25/86.40 ( V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__0__less__iff__less_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__0__less__iff__less_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_norm__sgn_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__minus__self__iff_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__minus__self__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_sgn__pos_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Osgn__class_Osgn(V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_sgn__1__pos_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Osgn__class_Osgn(V_a,T_a) != c_HOL_Oone__class_Oone(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__if__abs__eq_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Oabs__class_Oabs(V_l,T_a) != c_HOL_Oabs__class_Oabs(V_k,T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_l,V_k,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_order__less__asym_H_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_order__less__asym_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_not__less__iff__gr__or__eq_1,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_xt1_I9_J_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_Deriv_Oinverse__diff__inverse_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_norm__triangle__ineq3_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Oabs__class_Oabs(c_HOL_Ominus__class_Ominus(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__mult__self__sum__ge__zero_0,axiom, % 86.25/86.40 c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_NthRoot_Osqrt(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal)),tc_RealDef_Oreal) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__nonpositive__iff__nonpositive_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__nonpositive__iff__nonpositive_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__le__divide__iff_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__le__divide__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__le__divide__iff_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__le__divide__iff_3,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__le__0__iff_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__le__0__iff_5,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__le__zero__iff_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__of__nonneg_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | c_HOL_Oabs__class_Oabs(V_a,T_a) = V_a % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__le__0__iff__le_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__le__0__iff__le_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__right__mono_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__right__mono__neg_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__le__zero__iff_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__0__le__iff__le_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__0__le__iff__le_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__nonnegative__iff__nonnegative_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__nonnegative__iff__nonnegative_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Oinverse(V_a,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_le__minus__self__iff_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_le__minus__self__iff_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__le__self__iff_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__le__self__iff_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__eq__neg__nonpos_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__eq__neg__nonpos_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__less__eq__nonneg_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__less__eq__nonneg_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__le__0__iff_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__le__0__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__le__0__iff_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__le__0__iff_3,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__le__divide__iff_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__le__divide__iff_5,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__ge__zero_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oabs__class_Oabs(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult__cancel__left_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult__cancel__right_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__neg_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | ~ 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__neg_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_xt1_I12_J_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | ~ c_lessequals(V_b,V_a,T_a) % 86.25/86.40 | V_a = V_b ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_linorder__antisym__conv2_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | V_x = V_y % 86.25/86.40 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.25/86.40 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_linorder__antisym__conv1_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | V_x = V_y % 86.25/86.40 | ~ c_lessequals(V_x,V_y,T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_order__neq__le__trans_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_lessequals(V_a,V_b,T_a) % 86.25/86.40 | V_a = V_b ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_order__le__neq__trans_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | V_a = V_b % 86.25/86.40 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_order__le__less_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.40 | V_x = V_y % 86.25/86.40 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.25/86.40 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_order__less__le_2,axiom, % 86.25/86.40 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.25/86.40 | V_x = V_y % 86.25/86.40 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_neg__le__iff__le_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(V_a,V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_b,T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_le__imp__neg__le_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_b,T_a),c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__le__D1_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | c_lessequals(V_a,V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_a,T_a),V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__le__not__le_1,axiom, % 86.25/86.40 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.40 | ~ c_lessequals(V_y,V_x,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_not__leE_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.25/86.40 | c_lessequals(V_y,V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_linorder__antisym__conv2_1,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | ~ c_lessequals(V_x,V_x,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_x,V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_linorder__antisym__conv1_1,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_x,V_x,T_a) % 86.25/86.40 | c_lessequals(V_x,V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_linorder__not__less_1,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_x,V_y,T_a) % 86.25/86.40 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_linorder__not__less_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | c_lessequals(V_y,V_x,T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_x,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_linorder__not__le_0,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_y,V_x,T_a) % 86.25/86.40 | c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_linorder__not__le_1,axiom, % 86.25/86.40 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.40 | ~ c_lessequals(V_x,V_y,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_y,V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__le__iff_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__le__iff_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ouminus__class_Ouminus(V_b,T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ouminus__class_Ouminus(V_a,T_a),V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_le__minus__iff_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_b,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_le__minus__iff_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_lessequals(V_b,c_HOL_Ouminus__class_Ouminus(V_a,T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_sgn__times_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_sgn__mult_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__div__algebra(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__dvd__mono_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_c,V_d,T_a) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__mult__commute_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oring(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__mult__self_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult__cancel__right_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult__cancel__left_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__mult__distrib_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__right__disj_3,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__disj_3,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__mult__minus_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oring(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_square__eq__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__right_Ominus_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult_Ominus__right_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__left_Ominus_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult_Ominus__left_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult__right_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_b,V_c,T_a) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult__left_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult2_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Otimes__class_Otimes(V_b,V_c,T_a),T_a) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__mult__right_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oring(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__mult__left_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oring(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__frac__frac_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__mult_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_square__eq__iff_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.40 | c_HOL_Otimes__class_Otimes(V_a,V_a,T_a) != c_HOL_Otimes__class_Otimes(V_b,V_b,T_a) % 86.25/86.40 | V_a = c_HOL_Ouminus__class_Ouminus(V_b,T_a) % 86.25/86.40 | V_a = V_b ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__triv__right_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__triv__left_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvdI_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Odvd(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_b,c_HOL_Otimes__class_Otimes(V_b,V_k,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__frac__num_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__add__distrib_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__add_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__strict__right__mono_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__less__cancel__right_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__less__cancel__right_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__strict__left__mono_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__less__cancel__left_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__less__cancel__left_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__add__abs_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__add__cancel_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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 ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__cancel__end_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.40 | 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 ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__strict__mono_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__add_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(V_a,c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_c,T_a) % 86.25/86.40 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__minus__cancel_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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 ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__cancel__end_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.40 | c_HOL_Oplus__class_Oplus(V_x,c_HOL_Oplus__class_Oplus(V_y,V_z,T_a),T_a) != V_y % 86.25/86.40 | V_x = c_HOL_Ouminus__class_Ouminus(V_z,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__divide__distrib_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide_Oadd_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__field(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__half__sum_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_gt__half__sum_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__1_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__eq__1__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Oinverse(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__1_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(V_a,c_HOL_Oone__class_Oone(T_a),T_a) = V_a ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__one_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Oabs__class_Oabs(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_one__dvd_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Ring__and__Field_Odvd__class_Odvd(c_HOL_Oone__class_Oone(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_sgn__one_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__algebra__1(T_a) % 86.25/86.40 | c_HOL_Osgn__class_Osgn(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__eq__1__iff_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Oinverse(V_x,T_a) != c_HOL_Oone__class_Oone(T_a) % 86.25/86.40 | V_x = c_HOL_Oone__class_Oone(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_div__by__1_0,axiom, % 86.25/86.40 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.40 | c_Divides_Odiv__class_Odiv(V_a,c_HOL_Oone__class_Oone(T_a),T_a) = V_a ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__less__def_0,axiom, % 86.25/86.40 ( c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__le__iff_0,axiom, % 86.25/86.40 ( c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__le__iff_1,axiom, % 86.25/86.40 ( c_lessequals(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__less__def_2,axiom, % 86.25/86.40 ( c_HOL_Oord__class_Oless(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.40 | V_x = V_y % 86.25/86.40 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__le__interval__iff_1,axiom, % 86.25/86.40 ( c_lessequals(V_x,V_r,tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_x,tc_RealDef_Oreal),V_r,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_rabs__ratiotest__lemma_0,axiom, % 86.25/86.40 ( V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oabs__class_Oabs(V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_c,c_HOL_Oabs__class_Oabs(V_y,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__mult__le__cancel__iff2_1,axiom, % 86.25/86.40 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_z,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_z,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_z,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__mult__le__cancel__iff2_0,axiom, % 86.25/86.40 ( c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_z,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_z,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_z,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__mult__le__cancel__iff1_1,axiom, % 86.25/86.40 ( c_lessequals(c_HOL_Otimes__class_Otimes(V_x,V_z,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_z,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_z,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__mult__le__cancel__iff1_0,axiom, % 86.25/86.40 ( c_lessequals(V_x,V_y,tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_x,V_z,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_z,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),V_z,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__mult__right__cancel_0,axiom, % 86.25/86.40 ( c_HOL_Otimes__class_Otimes(V_a,V_c,tc_RealDef_Oreal) != c_HOL_Otimes__class_Otimes(V_b,V_c,tc_RealDef_Oreal) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.25/86.40 | V_a = V_b ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__mult__left__cancel_0,axiom, % 86.25/86.40 ( c_HOL_Otimes__class_Otimes(V_c,V_a,tc_RealDef_Oreal) != c_HOL_Otimes__class_Otimes(V_c,V_b,tc_RealDef_Oreal) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.25/86.40 | V_a = V_b ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__mult_0,axiom, % 86.25/86.40 c_NthRoot_Osqrt(c_HOL_Otimes__class_Otimes(V_x,V_y,tc_RealDef_Oreal)) = c_HOL_Otimes__class_Otimes(c_NthRoot_Osqrt(V_x),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__one_0,axiom, % 86.25/86.40 c_NthRoot_Osqrt(c_HOL_Oone__class_Oone(tc_RealDef_Oreal)) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__zero__not__eq__one_0,axiom, % 86.25/86.40 c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) != c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__eq__1__iff_0,axiom, % 86.25/86.40 ( c_NthRoot_Osqrt(V_x) != c_HOL_Oone__class_Oone(tc_RealDef_Oreal) % 86.25/86.40 | V_x = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sum__square__gt__zero2_0,axiom, % 86.25/86.40 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | V_y = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sum__square__gt__zero_0,axiom, % 86.25/86.40 ( c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__add__one__not__less__self_0,axiom, % 86.25/86.40 ~ 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) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_norm__minus__cancel_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__norm__cancel_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_complex__mod__triangle__ineq2_0,axiom, % 86.25/86.40 c_lessequals(c_HOL_Ominus__class_Ominus(c_RealVector_Onorm__class_Onorm(c_HOL_Oplus__class_Oplus(V_b,V_a,tc_Complex_Ocomplex),tc_Complex_Ocomplex),c_RealVector_Onorm__class_Onorm(V_b,tc_Complex_Ocomplex),tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(V_a,tc_Complex_Ocomplex),tc_RealDef_Oreal) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__pos_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__pos_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__strict__left__mono__neg_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__strict__left__mono_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__disj_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__disj_5,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__strict__right__mono__neg_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__strict__right__mono_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__right__disj_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__right__disj_5,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__strict__left__mono__comm_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__comm__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__divide__mult__cancel__left_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__divide__mult__cancel__right_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__neg__neg_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__pos__pos_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__less__mult__pos_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__less__mult__pos2_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_div__mult__self1__is__id_0,axiom, % 86.25/86.40 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.40 | c_Divides_Odiv__class_Odiv(c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),V_b,T_a) = V_a % 86.25/86.40 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_div__mult__self2__is__id_0,axiom, % 86.25/86.40 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.40 | c_Divides_Odiv__class_Odiv(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),V_b,T_a) = V_a % 86.25/86.40 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__eq__eq_3,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_c,T_a) = V_a % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_eq__divide__eq_3,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | V_a = c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_c,T_a) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__eq__imp_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_c,T_a) = V_a ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_eq__divide__imp_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | V_a = c_HOL_Oinverse__class_Odivide(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult__cancel__left_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_dvd__mult__cancel__right_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_div__mult__mult1__if_0,axiom, % 86.25/86.40 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.40 | c_Divides_Odiv__class_Odiv(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) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__neg__pos_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__pos__neg_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__pos__neg2_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_div__mult__mult1_0,axiom, % 86.25/86.40 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.40 | c_Divides_Odiv__class_Odiv(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_Divides_Odiv__class_Odiv(V_a,V_b,T_a) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_div__mult__mult2_0,axiom, % 86.25/86.40 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.40 | c_Divides_Odiv__class_Odiv(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_Divides_Odiv__class_Odiv(V_a,V_b,T_a) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__disj_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__right__disj_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_not__square__less__zero_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_nonzero__inverse__mult__distrib_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_eq__divide__eq_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__eq__eq_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | V_b = c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_c,T_a) % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_eq__divide__eq_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_HOL_Otimes__class_Otimes(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_c,T_a) = V_b % 86.25/86.40 | V_c = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__disj_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__left__disj_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__right__disj_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_b,V_a,T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__cancel__right__disj_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_frac__eq__eq_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a) != c_HOL_Oinverse__class_Odivide(V_w,V_z,T_a) % 86.25/86.40 | V_z = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | V_y = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | c_HOL_Otimes__class_Otimes(V_x,V_z,T_a) = c_HOL_Otimes__class_Otimes(V_w,V_y,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_frac__eq__eq_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | c_HOL_Otimes__class_Otimes(V_x,V_z,T_a) != c_HOL_Otimes__class_Otimes(V_w,V_y,T_a) % 86.25/86.40 | V_z = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | V_y = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(V_x,V_y,T_a) = c_HOL_Oinverse__class_Odivide(V_w,V_z,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__eq__eq_4,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__neg__neg_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_left__minus_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_right__minus_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_ab__left__minus_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_eq__neg__iff__add__eq__0_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_even__less__0__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_even__less__0__iff_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_double__add__less__zero__iff__single__less__zero_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_double__add__less__zero__iff__single__less__zero_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_pos__add__strict_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_b,V_c,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__less__double__add__iff__zero__less__single__add_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__less__double__add__iff__zero__less__single__add_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_minus__unique_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | c_HOL_Ouminus__class_Ouminus(V_a,T_a) = V_b ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_eq__neg__iff__add__eq__0_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | V_a = c_HOL_Ouminus__class_Ouminus(V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__pos__pos_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__le__mult_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Olordered__ring(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__self__if_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(V_a,V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 86.25/86.40 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_divide__self_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(V_a,V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 86.25/86.40 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_right__inverse__eq_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(V_x,V_x,T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_right__inverse__eq_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Odivide(V_a,V_b,T_a) != c_HOL_Oone__class_Oone(T_a) % 86.25/86.40 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.40 | V_a = V_b ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_div__self_0,axiom, % 86.25/86.40 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.40 | c_Divides_Odiv__class_Odiv(V_a,V_a,T_a) = c_HOL_Oone__class_Oone(T_a) % 86.25/86.40 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_not__one__less__zero_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_zero__less__one_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__le__less__mono_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 86.25/86.40 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_add__less__le__mono_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__cancel__ab__semigroup__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(V_c,V_d,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__triangle__ineq_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_estimate__by__abs_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Olordered__ab__group__add__abs(T_a) % 86.25/86.40 | c_lessequals(V_a,c_HOL_Oplus__class_Oplus(V_c,c_HOL_Oabs__class_Oabs(V_b,T_a),T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__le__1__iff_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oone__class_Oone(T_a),V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_one__le__inverse__iff_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.40 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.40 | c_lessequals(V_x,c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oone__class_Oone(T_a),c_HOL_Oinverse__class_Oinverse(V_x,T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_group__add__class_Odiff__0_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__iff__diff__less__0_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__iff__diff__less__0_1,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__1__mult_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),V_n,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Oone__class_Oone(T_a),V_m,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_inverse__unique_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.40 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Oone__class_Oone(T_a) % 86.25/86.40 | c_HOL_Oinverse__class_Oinverse(V_a,T_a) = V_b ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_class__ring_Oneg__mul_0,axiom, % 86.25/86.40 ( ~ class_Int_Onumber__ring(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_less__add__one_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__triangle__ineq3_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__triangle__ineq2_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_diff__minus__eq__add_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_diff__def_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_class__ring_Osub__add_0,axiom, % 86.25/86.40 ( ~ class_Int_Onumber__ring(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_diff__minus_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_ab__diff__minus_0,axiom, % 86.25/86.40 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.40 | 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_norm__eq__zero_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.40 | c_RealVector_Onorm__class_Onorm(V_x,T_a) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.25/86.40 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_norm__zero_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.40 | c_RealVector_Onorm__class_Onorm(c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__le__1__iff_1,axiom, % 86.25/86.40 ( c_lessequals(c_NthRoot_Osqrt(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__le__1__iff_0,axiom, % 86.25/86.40 ( c_lessequals(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_NthRoot_Osqrt(V_x),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__ge__1__iff_1,axiom, % 86.25/86.40 ( c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__ge__1__iff_0,axiom, % 86.25/86.40 ( c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_y,tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_y),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sqrt__ge__one_0,axiom, % 86.25/86.40 ( c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_NthRoot_Osqrt(V_x),tc_RealDef_Oreal) % 86.25/86.40 | ~ c_lessequals(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_x,tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_norm__ge__zero_0,axiom, % 86.25/86.40 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.40 | c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(V_x,T_a),tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sum__squares__cancel_0,axiom, % 86.25/86.40 ( c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.25/86.40 | V_x = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__sum__squares__cancel2_0,axiom, % 86.25/86.40 ( c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal) != c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) % 86.25/86.40 | V_y = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_real__two__squares__add__zero__iff_2,axiom, % 86.25/86.40 c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) = c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_poly__1_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.40 | c_Polynomial_Opoly(c_HOL_Oone__class_Oone(tc_Polynomial_Opoly(T_a)),V_x,T_a) = c_HOL_Oone__class_Oone(T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__le__imp__less_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_lessequals(V_c,V_d,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__le__less__imp__less_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 86.25/86.40 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__mult__pos_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__strict__mono_H_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__eq__mult_3,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Opordered__ring__abs(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__eq__mult_2,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Opordered__ring__abs(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__eq__mult_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Opordered__ring__abs(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_abs__eq__mult_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Opordered__ring__abs(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__imp__less__right_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__less__imp__less__left_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__right__less__imp__less_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__left__less__imp__less_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring(T_a) % 86.25/86.40 | c_HOL_Oord__class_Oless(V_a,V_b,T_a) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__strict__mono_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_c,V_d,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(V_a,V_b,T_a) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__right__le__imp__le_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | c_lessequals(V_a,V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__left__le__imp__le_0,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__semiring__strict(T_a) % 86.25/86.40 | c_lessequals(V_a,V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.40 | ~ 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) ) ). % 86.25/86.40 % 86.25/86.40 cnf(cls_mult__le__cancel__left__pos_1,axiom, % 86.25/86.40 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.40 | 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) % 86.25/86.40 | ~ c_lessequals(V_a,V_b,T_a) % 86.25/86.40 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.40 % 86.25/86.41 cnf(cls_mult__le__cancel__left__pos_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(V_a,V_b,T_a) % 86.25/86.41 | ~ 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) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__le__cancel__left__neg_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_b,V_a,T_a) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__le__cancel__left__neg_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(V_b,V_a,T_a) % 86.25/86.41 | ~ 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) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__divide__eq_9,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | c_lessequals(V_a,c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_divide__le__eq_9,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Oinverse__class_Odivide(V_b,V_c,T_a),V_a,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Otimes__class_Otimes(V_a,V_c,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__strict__increasing_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.41 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | c_HOL_Oord__class_Oless(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,V_c,T_a) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__pos__nonneg_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__nonneg__pos_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__eq__neg_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__eq__neg_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ouminus__class_Ouminus(V_b,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__nonpos__neg_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__neg__nonpos_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__strict__increasing2_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.41 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | c_HOL_Oord__class_Oless(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(V_b,V_c,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__frac__eq_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_z = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_div__mult__self2_0,axiom, % 86.25/86.41 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.41 | c_Divides_Odiv__class_Odiv(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_HOL_Oplus__class_Oplus(V_c,c_Divides_Odiv__class_Odiv(V_a,V_b,T_a),T_a) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_div__mult__self1_0,axiom, % 86.25/86.41 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.41 | c_Divides_Odiv__class_Odiv(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_HOL_Oplus__class_Oplus(V_c,c_Divides_Odiv__class_Odiv(V_a,V_b,T_a),T_a) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__num__frac_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__frac__num_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_division__ring__inverse__add_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_inverse__add_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__gt__zero__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_not__sum__squares__lt__zero_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__gt__zero__iff_2,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__gt__zero__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_divide__le__0__1__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_divide__le__0__1__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_inverse__le__1__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__divide__1__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__divide__1__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_inverse__le__1__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__field(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Odivision__by__zero(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Oone__class_Oone(T_a),V_x,T_a) % 86.25/86.41 | c_lessequals(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Oinverse__class_Oinverse(V_x,T_a),c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_right__inverse_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_left__inverse_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_field__inverse_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__less__two_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_div__add__self2_0,axiom, % 86.25/86.41 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.41 | c_Divides_Odiv__class_Odiv(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_b,T_a) = c_HOL_Oplus__class_Oplus(c_Divides_Odiv__class_Odiv(V_a,V_b,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_div__add__self1_0,axiom, % 86.25/86.41 ( ~ class_Divides_Osemiring__div(T_a) % 86.25/86.41 | c_Divides_Odiv__class_Odiv(c_HOL_Oplus__class_Oplus(V_b,V_a,T_a),V_b,T_a) = c_HOL_Oplus__class_Oplus(c_Divides_Odiv__class_Odiv(V_a,V_b,T_a),c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_division__ring__inverse__diff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Odivision__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_diff__frac__eq_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ofield(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_z = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_abs__triangle__ineq4_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_abs__diff__triangle__ineq_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__group__add__abs(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_less__add__iff2_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_less__add__iff2_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_less__add__iff1_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_less__add__iff1_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_DERIV__mult__lemma_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__field(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_inf__period_I4_J_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Odvd(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__ring(T_a) % 86.25/86.41 | c_Ring__and__Field_Odvd__class_Odvd(V_d,c_HOL_Oplus__class_Oplus(V_x,V_t,T_a),T_a) % 86.25/86.41 | ~ 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) % 86.25/86.41 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_d,V_D,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_inf__period_I4_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Odvd(T_a) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_d,c_HOL_Oplus__class_Oplus(V_x,V_t,T_a),T_a) % 86.25/86.41 | ~ c_Ring__and__Field_Odvd__class_Odvd(V_d,V_D,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__le__zero__iff_1,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__le__zero__iff_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_x,T_a),c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__diff__ineq_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ominus__class_Ominus(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__sgn_1,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | c_RealVector_Onorm__class_Onorm(c_HOL_Osgn__class_Osgn(V_x,T_a),T_a) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) % 86.25/86.41 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__mult__less_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a),c_HOL_Otimes__class_Otimes(V_r,V_s,tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(V_y,T_a),V_s,tc_RealDef_Oreal) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(V_x,T_a),V_r,tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__triangle__ineq2_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ominus__class_Ominus(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),T_a),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__add__less_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(V_y,T_a),V_s,tc_RealDef_Oreal) % 86.25/86.41 | ~ c_HOL_Oord__class_Oless(c_RealVector_Onorm__class_Onorm(V_x,T_a),V_r,tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__mult__self__sum__ge__zero_0,axiom, % 86.25/86.41 c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__real__sqrt__sumsq_0,axiom, % 86.25/86.41 c_lessequals(V_x,c_NthRoot_Osqrt(c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_y,V_y,tc_RealDef_Oreal),tc_RealDef_Oreal)),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__squared__diff__one__factored_0,axiom, % 86.25/86.41 c_HOL_Ominus__class_Ominus(c_HOL_Otimes__class_Otimes(V_x,V_x,tc_RealDef_Oreal),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) = c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal),c_HOL_Ominus__class_Ominus(V_x,c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_one__poly__def_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Oone__class_Oone(tc_Polynomial_Opoly(T_a)) = c_Polynomial_OpCons(c_HOL_Oone__class_Oone(T_a),c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left_Ononneg__bounded_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__left__Xnonneg__bounded__1__1(V_y,T_a),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right_Ononneg__bounded_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__right__Xnonneg__bounded__1__1(V_x,T_a),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Ononneg__bounded_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__Xnonneg__bounded__1__1(V_vskULp,T_a),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_complex__mod__triangle__sub_0,axiom, % 86.25/86.41 c_lessequals(c_RealVector_Onorm__class_Onorm(V_w,tc_Complex_Ocomplex),c_HOL_Oplus__class_Oplus(c_RealVector_Onorm__class_Onorm(c_HOL_Oplus__class_Oplus(V_w,V_z,tc_Complex_Ocomplex),tc_Complex_Ocomplex),c_RealVector_Onorm__class_Onorm(V_z,tc_Complex_Ocomplex),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_poly__minimum__modulus__disc_0,axiom, % 86.25/86.41 ( c_lessequals(c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(V_p,v_sko__Fundamental__Theorem__Algebra__Mirabelle__Xpoly__minimum__modulus__disc__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) % 86.25/86.41 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_w,tc_Complex_Ocomplex),V_r,tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__ratiotest__lemma_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_x,T_a),c_HOL_Otimes__class_Otimes(V_c,c_RealVector_Onorm__class_Onorm(V_y,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) % 86.25/86.41 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_h_0,axiom, % 86.25/86.41 c_lessequals(c_HOL_Oplus__class_Oplus(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_HOL_Oabs__class_Oabs(v_r____,tc_RealDef_Oreal),tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(v_z____,tc_Complex_Ocomplex),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_pCons_I1_J_0,axiom, % 86.25/86.41 ( c_lessequals(V_d,c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(c_Polynomial_OpCons(V_a,v_cs____,tc_Complex_Ocomplex),V_z,tc_Complex_Ocomplex),tc_Complex_Ocomplex),tc_RealDef_Oreal) % 86.25/86.41 | ~ c_lessequals(v_sko__local__XpCons__1__1(V_a,v_cs____,V_d),c_RealVector_Onorm__class_Onorm(V_z,tc_Complex_Ocomplex),tc_RealDef_Oreal) % 86.25/86.41 | v_cs____ = c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(tc_Complex_Ocomplex)) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_pCons_Ohyps_0,axiom, % 86.25/86.41 ( c_lessequals(V_d,c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(c_Polynomial_OpCons(V_a,v_cs____,tc_Complex_Ocomplex),V_z,tc_Complex_Ocomplex),tc_Complex_Ocomplex),tc_RealDef_Oreal) % 86.25/86.41 | ~ c_lessequals(v_sko__local__XpCons__Xhyps__1(V_a,v_cs____,V_d),c_RealVector_Onorm__class_Onorm(V_z,tc_Complex_Ocomplex),tc_RealDef_Oreal) % 86.25/86.41 | v_cs____ = c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(tc_Complex_Ocomplex)) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__eq__zero__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Oadd__scale__eq__noteq_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_c = V_d % 86.25/86.41 | V_r = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_eq__add__iff2_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oring(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Oprod__diff__prod_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_not__one__le__zero_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Oone__class_Oone(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__one_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__semidom(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oone__class_Oone(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__le__zero__iff_2,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__ge__zero_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__add__iff2_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__add__iff2_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__add__iff1_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__add__iff1_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__le__zero__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | V_y = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__le__zero__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | V_x = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right__le__one__le_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),V_x,T_a) % 86.25/86.41 | ~ c_lessequals(V_y,c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left__le__one__le_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__idom(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_y,V_x,T_a),V_x,T_a) % 86.25/86.41 | ~ c_lessequals(V_y,c_HOL_Oone__class_Oone(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__triangle__ineq4_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__eq__zero__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_eq__add__iff1_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oring(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_eq__add__iff1_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | 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 ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_eq__add__iff2_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_sum__squares__eq__zero__iff_2,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__nonneg__eq__0__iff_2,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__increasing_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.41 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | c_lessequals(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,V_c,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__increasing2_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.41 | ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | c_lessequals(V_b,c_HOL_Oplus__class_Oplus(V_a,V_c,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,V_a,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__nonneg__eq__0__iff_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_x,V_y,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 86.25/86.41 | V_x = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__nonneg__eq__0__iff_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_x,V_y,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) % 86.25/86.41 | V_y = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__nonneg__nonneg_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__double__add__iff__zero__le__single__add_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__double__add__iff__zero__le__single__add_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_double__add__le__zero__iff__single__add__le__zero_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_double__add__le__zero__iff__single__add__le__zero_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__nonpos__nonpos_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__comm__monoid__add(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__le__0__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__le__0__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__le__0__iff_2,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__le__0__iff_3,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__mono1_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Omult__mono1(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left__mono_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Omult__mono(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right__mono_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Omult__mono(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left__mono__neg_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right__mono__neg_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_c,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_split__mult__pos__le_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_split__mult__pos__le_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__nonpos__nonpos_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__ring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__square_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_a,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__mult__iff_4,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__mult__iff_5,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__nonneg__nonneg_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__mult__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__mult__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__mult__iff_2,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__le__mult__iff_3,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__mono_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__semiring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(V_c,V_d,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__mono_H_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__semiring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_c,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) % 86.25/86.41 | ~ c_lessequals(V_c,V_d,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__le__0__iff_4,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__le__0__iff_5,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oordered__ring__strict(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_split__mult__neg__le_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_split__mult__neg__le_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__nonneg__nonpos_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__nonpos__nonneg_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__nonneg__nonpos2_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Opordered__cancel__semiring(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Otimes__class_Otimes(V_b,V_a,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_b,c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_H_0,axiom, % 86.25/86.41 v_cs____ != c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(tc_Complex_Ocomplex)) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_pCons__eq__0__iff_1,axiom, % 86.25/86.41 ( ~ class_HOL_Ozero(T_a) % 86.25/86.41 | c_Polynomial_OpCons(V_a,V_p,T_a) != c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) % 86.25/86.41 | V_p = c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__minus__commute_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_one__neq__zero_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ozero__neq__one(T_a) % 86.25/86.41 | c_HOL_Oone__class_Oone(T_a) != c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_zero__neq__one_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ozero__neq__one(T_a) % 86.25/86.41 | c_HOL_Ozero__class_Ozero(T_a) != c_HOL_Oone__class_Oone(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__diff__cancel_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(c_HOL_Oplus__class_Oplus(V_a,V_b,T_a),V_b,T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I5_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I6_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_comm__monoid__add_Omult__1_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Oadd__0_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) = V_x ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Oadd__r0__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | V_x = c_HOL_Oplus__class_Oplus(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_comm__monoid__add_Omult__1__right_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__0__left_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Omonoid__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_monoid__add__class_Oadd__0__right_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Omonoid__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_Deriv_Oadd__diff__add_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_double__eq__0__iff_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_diff__add__cancel_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),V_b,T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Oadd__r0__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | V_x != c_HOL_Oplus__class_Oplus(V_x,V_a,T_a) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_double__eq__0__iff_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Olordered__ab__group__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_a,V_a,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left_Odiff_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Odiff__left_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Odiff__right_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right_Odiff_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_no__zero__divirors__neq0_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ono__zero__divisors(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_no__zero__divisors_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ono__zero__divisors(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__eq__0__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_b = c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I9_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I10_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left_Ozero_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_y,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Ozero__left_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Ozero__right_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right_Ozero_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_x,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Omul__0_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__zero__left_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Omult__zero(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__zero__right_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Omult__zero(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__eq__0__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Ozero__class_Ozero(T_a),V_b,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__eq__0__iff_2,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oring__no__zero__divisors(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__eqI_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 86.25/86.41 | c_lessequals(V_y,V_x,T_a) % 86.25/86.41 | ~ c_lessequals(V_y_H,V_x_H,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__eqI_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 86.25/86.41 | c_lessequals(V_y_H,V_x_H,T_a) % 86.25/86.41 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Osubr0__iff_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_x,V_y,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_x = V_y ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_right__minus__eq_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = V_b ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_eq__iff__diff__eq__0_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_a,V_b,T_a) != c_HOL_Ozero__class_Ozero(T_a) % 86.25/86.41 | V_a = V_b ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_eq__eqI_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_xa,V_y,T_a) != c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) % 86.25/86.41 | V_xa = V_y ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_eq__eqI_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) != c_HOL_Ominus__class_Ominus(V_x_H,V_y_H,T_a) % 86.25/86.41 | V_x_H = V_y_H ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Osubr0__iff_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_diff__self_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_a,V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_diff__0__right_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_a,c_HOL_Ozero__class_Ozero(T_a),T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_right__minus__eq_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ogroup__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_eq__iff__diff__eq__0_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.41 | c_HOL_Ominus__class_Ominus(V_x,V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_order__root_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | c_Polynomial_Opoly(c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)),V_a,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_poly__0_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__0(T_a) % 86.25/86.41 | c_Polynomial_Opoly(c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)),V_x,T_a) = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_pCons__0__0_0,axiom, % 86.25/86.41 ( ~ class_HOL_Ozero(T_a) % 86.25/86.41 | c_Polynomial_OpCons(c_HOL_Ozero__class_Ozero(T_a),c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)),T_a) = c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_pCons__eq__0__iff_0,axiom, % 86.25/86.41 ( ~ class_HOL_Ozero(T_a) % 86.25/86.41 | c_Polynomial_OpCons(V_a,V_p,T_a) != c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(T_a)) % 86.25/86.41 | V_a = c_HOL_Ozero__class_Ozero(T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__iff__diff__le__0_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__iff__diff__le__0_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(V_a,V_b,T_a) % 86.25/86.41 | ~ c_lessequals(c_HOL_Ominus__class_Ominus(V_a,V_b,T_a),c_HOL_Ozero__class_Ozero(T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_poly__bound__exists_1,axiom, % 86.25/86.41 ( 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) % 86.25/86.41 | ~ c_lessequals(c_RealVector_Onorm__class_Onorm(V_z,tc_Complex_Ocomplex),V_r,tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Obounded_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a),c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__Xbounded__1__1(V_vskULj,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left_Obounded_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_K,V_y,T_a),T_a),c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_K,T_a),c_RealVector_Osko__RealVector__Xmult__left__Xbounded__1__1(V_y,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right_Opos__bounded_1,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_x,V_K,T_a),T_a),c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_K,T_a),c_RealVector_Osko__RealVector__Xmult__right__Xpos__bounded__1__1(V_x,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Opos__bounded_1,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a),c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__Xpos__bounded__1__1(V_vskULn,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left_Ononneg__bounded_1,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_K,V_y,T_a),T_a),c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_K,T_a),c_RealVector_Osko__RealVector__Xmult__left__Xnonneg__bounded__1__1(V_y,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right_Obounded_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_x,V_K,T_a),T_a),c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_K,T_a),c_RealVector_Osko__RealVector__Xmult__right__Xbounded__1__1(V_x,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Ononneg__bounded_1,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_a,V_b,T_a),T_a),c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_a,T_a),c_RealVector_Onorm__class_Onorm(V_b,T_a),tc_RealDef_Oreal),c_RealVector_Osko__RealVector__Xmult__Xnonneg__bounded__1__1(V_vskULp,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right_Ononneg__bounded_1,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_x,V_K,T_a),T_a),c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_K,T_a),c_RealVector_Osko__RealVector__Xmult__right__Xnonneg__bounded__1__1(V_x,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left_Opos__bounded_1,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_K,V_y,T_a),T_a),c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_K,T_a),c_RealVector_Osko__RealVector__Xmult__left__Xpos__bounded__1__1(V_y,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__diff__triangle__ineq_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_r0_0,axiom, % 86.25/86.41 c_lessequals(v_r____,c_RealVector_Onorm__class_Onorm(v_z____,tc_Complex_Ocomplex),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_pCons_Oprems_0,axiom, % 86.25/86.41 c_Polynomial_OpCons(v_c____,v_cs____,tc_Complex_Ocomplex) != c_HOL_Ozero__class_Ozero(tc_Polynomial_Opoly(tc_Complex_Ocomplex)) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_r_0,axiom, % 86.25/86.41 ( c_lessequals(c_HOL_Oplus__class_Oplus(v_da____,c_RealVector_Onorm__class_Onorm(v_aa____,tc_Complex_Ocomplex),tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(c_Polynomial_OpCons(v_c____,v_cs____,tc_Complex_Ocomplex),V_z,tc_Complex_Ocomplex),tc_Complex_Ocomplex),tc_RealDef_Oreal) % 86.25/86.41 | ~ c_lessequals(v_r____,c_RealVector_Onorm__class_Onorm(V_z,tc_Complex_Ocomplex),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__le__linear_0,axiom, % 86.25/86.41 ( c_lessequals(V_w,V_z,tc_RealDef_Oreal) % 86.25/86.41 | c_lessequals(V_z,V_w,tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_linorder__linear_0,axiom, % 86.25/86.41 ( ~ class_Orderings_Olinorder(T_a) % 86.25/86.41 | c_lessequals(V_y,V_x,T_a) % 86.25/86.41 | c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_poly__pCons_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__0(T_a) % 86.25/86.41 | c_Polynomial_Opoly(c_Polynomial_OpCons(V_a,V_p,T_a),V_x,T_a) = c_HOL_Oplus__class_Oplus(V_a,c_HOL_Otimes__class_Otimes(V_x,c_Polynomial_Opoly(V_p,V_x,T_a),T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_xt1_I6_J_0,axiom, % 86.25/86.41 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.41 | c_lessequals(V_z,V_x,T_a) % 86.25/86.41 | ~ c_lessequals(V_z,V_y,T_a) % 86.25/86.41 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_order__trans_0,axiom, % 86.25/86.41 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.41 | c_lessequals(V_x,V_z,T_a) % 86.25/86.41 | ~ c_lessequals(V_y,V_z,T_a) % 86.25/86.41 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_le__add__right__mono_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__group__add(T_a) % 86.25/86.41 | c_lessequals(V_a,c_HOL_Oplus__class_Oplus(V_b,V_d,T_a),T_a) % 86.25/86.41 | ~ c_lessequals(V_c,V_d,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,c_HOL_Oplus__class_Oplus(V_b,V_c,T_a),T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__le__refl_0,axiom, % 86.25/86.41 c_lessequals(V_w,V_w,tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__le__trans_0,axiom, % 86.25/86.41 ( c_lessequals(V_i,V_k,tc_RealDef_Oreal) % 86.25/86.41 | ~ c_lessequals(V_j,V_k,tc_RealDef_Oreal) % 86.25/86.41 | ~ c_lessequals(V_i,V_j,tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_order__eq__iff_0,axiom, % 86.25/86.41 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.41 | c_lessequals(V_x,V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_order__eq__refl_0,axiom, % 86.25/86.41 ( ~ class_Orderings_Opreorder(T_a) % 86.25/86.41 | c_lessequals(V_x,V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__triangle__ineq_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__vector(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I3_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I2_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Oadd__mul__solve_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_y = V_z % 86.25/86.41 | V_w = V_x ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Onoteq__reduce_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | V_c = V_d % 86.25/86.41 | V_a = V_b ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I4_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__mult_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__div__algebra(T_a) % 86.25/86.41 | c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a) = c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_x,T_a),c_RealVector_Onorm__class_Onorm(V_y,T_a),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_comm__monoid__add_Omult__commute_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) = c_HOL_Oplus__class_Oplus(V_b,V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Oadd__c_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_x,V_y,T_a) = c_HOL_Oplus__class_Oplus(V_y,V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I24_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_a,V_c,T_a) = c_HOL_Oplus__class_Oplus(V_c,V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__mono_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_c,V_d,T_a) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__cancel__21_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_x,V_z,T_a) = V_u ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__one_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra__1(T_a) % 86.25/86.41 | c_RealVector_Onorm__class_Onorm(c_HOL_Oone__class_Oone(T_a),T_a) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__right__cancel_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocancel__semigroup__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_b,V_a,T_a) != c_HOL_Oplus__class_Oplus(V_c,V_a,T_a) % 86.25/86.41 | V_b = V_c ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__left__cancel_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocancel__semigroup__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) != c_HOL_Oplus__class_Oplus(V_a,V_c,T_a) % 86.25/86.41 | V_b = V_c ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__imp__eq_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocancel__ab__semigroup__add(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_a,V_b,T_a) != c_HOL_Oplus__class_Oplus(V_a,V_c,T_a) % 86.25/86.41 | V_b = V_c ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Oadd__cancel_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | c_HOL_Oplus__class_Oplus(V_x,V_y,T_a) != c_HOL_Oplus__class_Oplus(V_x,V_z,T_a) % 86.25/86.41 | V_y = V_z ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I20_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I1_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_comm__semiring__class_Odistrib_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Omul__d_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__add__mult__distrib_0,axiom, % 86.25/86.41 c_HOL_Otimes__class_Otimes(c_HOL_Oplus__class_Oplus(V_z1,V_z2,tc_RealDef_Oreal),V_w,tc_RealDef_Oreal) = c_HOL_Oplus__class_Oplus(c_HOL_Otimes__class_Otimes(V_z1,V_w,tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(V_z2,V_w,tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Oadd__left_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left_Oadd_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult_Oadd__right_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__right_Oadd_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I8_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Omul__a_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__mult__assoc_0,axiom, % 86.25/86.41 c_HOL_Otimes__class_Otimes(c_HOL_Otimes__class_Otimes(V_z1,V_z2,tc_RealDef_Oreal),V_z3,tc_RealDef_Oreal) = c_HOL_Otimes__class_Otimes(V_z1,c_HOL_Otimes__class_Otimes(V_z2,V_z3,tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I19_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I18_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I17_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I16_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_ab__semigroup__mult__class_Omult__ac_I1_J_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__semigroup__mult(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__idem_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__semigroup__idem__mult(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_x,V_x,T_a) = V_x ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_pCons__eq__iff_0,axiom, % 86.25/86.41 ( ~ class_HOL_Ozero(T_a) % 86.25/86.41 | c_Polynomial_OpCons(V_a,V_p,T_a) != c_Polynomial_OpCons(V_b,V_q,T_a) % 86.25/86.41 | V_a = V_b ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_pCons__eq__iff_1,axiom, % 86.25/86.41 ( ~ class_HOL_Ozero(T_a) % 86.25/86.41 | c_Polynomial_OpCons(V_a,V_p,T_a) != c_Polynomial_OpCons(V_b,V_q,T_a) % 86.25/86.41 | V_p = V_q ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__left__idem_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__semigroup__idem__mult(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__le__cancel__right_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__le__cancel__right_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.41 | c_lessequals(V_a,V_b,T_a) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__le__cancel__left_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__le__cancel__left_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(T_a) % 86.25/86.41 | c_lessequals(V_a,V_b,T_a) % 86.25/86.41 | ~ 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__right__mono_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__left__mono_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Opordered__ab__semigroup__add(T_a) % 86.25/86.41 | 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) % 86.25/86.41 | ~ c_lessequals(V_a,V_b,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__add__left__mono_0,axiom, % 86.25/86.41 ( 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) % 86.25/86.41 | ~ c_lessequals(V_x,V_y,tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_order__antisym__conv_0,axiom, % 86.25/86.41 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.41 | V_x = V_y % 86.25/86.41 | ~ c_lessequals(V_x,V_y,T_a) % 86.25/86.41 | ~ c_lessequals(V_y,V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_order__eq__iff_2,axiom, % 86.25/86.41 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.41 | V_x = V_y % 86.25/86.41 | ~ c_lessequals(V_y,V_x,T_a) % 86.25/86.41 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_order__antisym_0,axiom, % 86.25/86.41 ( ~ class_Orderings_Oorder(T_a) % 86.25/86.41 | V_x = V_y % 86.25/86.41 | ~ c_lessequals(V_y,V_x,T_a) % 86.25/86.41 | ~ c_lessequals(V_x,V_y,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__le__antisym_0,axiom, % 86.25/86.41 ( V_z = V_w % 86.25/86.41 | ~ c_lessequals(V_w,V_z,tc_RealDef_Oreal) % 86.25/86.41 | ~ c_lessequals(V_z,V_w,tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I15_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I14_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I13_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_norm__mult__ineq_0,axiom, % 86.25/86.41 ( ~ class_RealVector_Oreal__normed__algebra(T_a) % 86.25/86.41 | c_lessequals(c_RealVector_Onorm__class_Onorm(c_HOL_Otimes__class_Otimes(V_x,V_y,T_a),T_a),c_HOL_Otimes__class_Otimes(c_RealVector_Onorm__class_Onorm(V_x,T_a),c_RealVector_Onorm__class_Onorm(V_y,T_a),tc_RealDef_Oreal),tc_RealDef_Oreal) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__1__right_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Omonoid__mult(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Oone__class_Oone(T_a),T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__1__left_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Omonoid__mult(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(T_a),V_a,T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_mult__1_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocomm__monoid__mult(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(T_a),V_a,T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Omul__1_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(T_a),V_x,T_a) = V_x ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__mult__1_0,axiom, % 86.25/86.41 c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),V_z,tc_RealDef_Oreal) = V_z ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I12_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,c_HOL_Oone__class_Oone(T_a),T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I11_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(T_a),V_a,T_a) = V_a ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Oadd__mul__solve_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__ringb_Onoteq__reduce_1,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Oidom(T_a) % 86.25/86.41 | ~ class_Int_Onumber__ring(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Omul__c_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_x,V_y,T_a) = c_HOL_Otimes__class_Otimes(V_y,V_x,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__mult__commute_0,axiom, % 86.25/86.41 c_HOL_Otimes__class_Otimes(V_z,V_w,tc_RealDef_Oreal) = c_HOL_Otimes__class_Otimes(V_w,V_z,tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I7_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | c_HOL_Otimes__class_Otimes(V_a,V_b,T_a) = c_HOL_Otimes__class_Otimes(V_b,V_a,T_a) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_comm__monoid__add_Omult__left__commute_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_comm__monoid__add_Omult__assoc_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Ocomm__monoid__add(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Oadd__a_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_add__cancel__21_1,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__group__add(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_ab__semigroup__add__class_Oadd__ac_I1_J_0,axiom, % 86.25/86.41 ( ~ class_OrderedGroup_Oab__semigroup__add(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I25_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I23_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I22_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_class__semiring_Osemiring__rules_I21_J_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Ocomm__semiring__1(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_combine__common__factor_0,axiom, % 86.25/86.41 ( ~ class_Ring__and__Field_Osemiring(T_a) % 86.25/86.41 | 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) ) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_real__mult__is__one_1,axiom, % 86.25/86.41 c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_HOL_Oone__class_Oone(tc_RealDef_Oreal),tc_RealDef_Oreal) = c_HOL_Oone__class_Oone(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_CHAINED_0,axiom, % 86.25/86.41 c_lessequals(c_HOL_Oplus__class_Oplus(v_da____,c_RealVector_Onorm__class_Onorm(v_aa____,tc_Complex_Ocomplex),tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(c_Polynomial_OpCons(v_c____,v_cs____,tc_Complex_Ocomplex),v_z____,tc_Complex_Ocomplex),tc_Complex_Ocomplex),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(cls_conjecture_0,negated_conjecture, % 86.25/86.41 ~ c_lessequals(c_HOL_Oplus__class_Oplus(v_da____,c_RealVector_Onorm__class_Onorm(v_aa____,tc_Complex_Ocomplex),tc_RealDef_Oreal),c_HOL_Otimes__class_Otimes(c_HOL_Oone__class_Oone(tc_RealDef_Oreal),c_RealVector_Onorm__class_Onorm(c_Polynomial_Opoly(c_Polynomial_OpCons(v_c____,v_cs____,tc_Complex_Ocomplex),v_z____,tc_Complex_Ocomplex),tc_Complex_Ocomplex),tc_RealDef_Oreal),tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocancel__comm__monoid__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Ocancel__comm__monoid__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_OrderedGroup_Ocancel__comm__monoid__add(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocancel__comm__monoid__add,axiom, % 86.25/86.41 class_OrderedGroup_Ocancel__comm__monoid__add(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocancel__comm__monoid__add,axiom, % 86.25/86.41 class_OrderedGroup_Ocancel__comm__monoid__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__cancel__ab__semigroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Opordered__cancel__ab__semigroup__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__ab__semigroup__add__imp__le,axiom, % 86.25/86.41 class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__comm__semiring__strict,axiom, % 86.25/86.41 class_Ring__and__Field_Oordered__comm__semiring__strict(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Opordered__cancel__semiring,axiom, % 86.25/86.41 class_Ring__and__Field_Opordered__cancel__semiring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__semiring__strict,axiom, % 86.25/86.41 class_Ring__and__Field_Oordered__semiring__strict(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__ab__semigroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Opordered__ab__semigroup__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__ab__group__add__abs,axiom, % 86.25/86.41 class_OrderedGroup_Opordered__ab__group__add__abs(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Olordered__ab__group__add__abs,axiom, % 86.25/86.41 class_OrderedGroup_Olordered__ab__group__add__abs(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__comm__monoid__add,axiom, % 86.25/86.41 class_OrderedGroup_Opordered__comm__monoid__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oring__no__zero__divisors,axiom, % 86.25/86.41 class_Ring__and__Field_Oring__no__zero__divisors(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocancel__ab__semigroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Ocancel__ab__semigroup__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__ring__strict,axiom, % 86.25/86.41 class_Ring__and__Field_Oordered__ring__strict(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__div__algebra,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__div__algebra(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Opordered__ab__group__add,axiom, % 86.25/86.41 class_OrderedGroup_Opordered__ab__group__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Olordered__ab__group__add,axiom, % 86.25/86.41 class_OrderedGroup_Olordered__ab__group__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Oordered__ab__group__add,axiom, % 86.25/86.41 class_OrderedGroup_Oordered__ab__group__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocancel__semigroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Ocancel__semigroup__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Opordered__semiring,axiom, % 86.25/86.41 class_Ring__and__Field_Opordered__semiring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Opordered__ring__abs,axiom, % 86.25/86.41 class_Ring__and__Field_Opordered__ring__abs(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__algebra__1,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__algebra__1(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__semiring,axiom, % 86.25/86.41 class_Ring__and__Field_Oordered__semiring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ono__zero__divisors,axiom, % 86.25/86.41 class_Ring__and__Field_Ono__zero__divisors(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Odivision__by__zero,axiom, % 86.25/86.41 class_Ring__and__Field_Odivision__by__zero(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__semidom,axiom, % 86.25/86.41 class_Ring__and__Field_Oordered__semidom(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__semiring__1,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__semiring__1(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__semiring__0,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__semiring__0(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__algebra,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__algebra(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Oab__semigroup__mult,axiom, % 86.25/86.41 class_OrderedGroup_Oab__semigroup__mult(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__vector,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__vector(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocomm__monoid__mult,axiom, % 86.25/86.41 class_OrderedGroup_Ocomm__monoid__mult(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Oab__semigroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Oab__semigroup__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Opordered__ring,axiom, % 86.25/86.41 class_Ring__and__Field_Opordered__ring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__field,axiom, % 86.25/86.41 class_Ring__and__Field_Oordered__field(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Olordered__ring,axiom, % 86.25/86.41 class_Ring__and__Field_Olordered__ring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Odivision__ring,axiom, % 86.25/86.41 class_Ring__and__Field_Odivision__ring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__semiring,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__semiring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__normed__field,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__field(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ocomm__monoid__add,axiom, % 86.25/86.41 class_OrderedGroup_Ocomm__monoid__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ozero__neq__one,axiom, % 86.25/86.41 class_Ring__and__Field_Ozero__neq__one(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oordered__idom,axiom, % 86.25/86.41 class_Ring__and__Field_Oordered__idom(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__ring__1,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__ring__1(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Omult__mono1,axiom, % 86.25/86.41 class_Ring__and__Field_Omult__mono1(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Oab__group__add,axiom, % 86.25/86.41 class_OrderedGroup_Oab__group__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Omult__zero,axiom, % 86.25/86.41 class_Ring__and__Field_Omult__zero(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Omult__mono,axiom, % 86.25/86.41 class_Ring__and__Field_Omult__mono(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ocomm__ring,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__ring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Omonoid__mult,axiom, % 86.25/86.41 class_OrderedGroup_Omonoid__mult(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Osemiring,axiom, % 86.25/86.41 class_Ring__and__Field_Osemiring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Omonoid__add,axiom, % 86.25/86.41 class_OrderedGroup_Omonoid__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__OrderedGroup_Ogroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Ogroup__add(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Osgn__if,axiom, % 86.25/86.41 class_Ring__and__Field_Osgn__if(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oabs__if,axiom, % 86.25/86.41 class_Ring__and__Field_Oabs__if(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__RealVector_Oreal__field,axiom, % 86.25/86.41 class_RealVector_Oreal__field(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Ofield,axiom, % 86.25/86.41 class_Ring__and__Field_Ofield(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oring,axiom, % 86.25/86.41 class_Ring__and__Field_Oring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Oidom,axiom, % 86.25/86.41 class_Ring__and__Field_Oidom(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Ring__and__Field_Odvd,axiom, % 86.25/86.41 class_Ring__and__Field_Odvd(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Orderings_Opreorder,axiom, % 86.25/86.41 class_Orderings_Opreorder(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Orderings_Olinorder,axiom, % 86.25/86.41 class_Orderings_Olinorder(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Orderings_Oorder,axiom, % 86.25/86.41 class_Orderings_Oorder(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__Int_Onumber__ring,axiom, % 86.25/86.41 class_Int_Onumber__ring(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_RealDef__Oreal__HOL_Ozero,axiom, % 86.25/86.41 class_HOL_Ozero(tc_RealDef_Oreal) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Oring__no__zero__divisors,axiom, % 86.25/86.41 class_Ring__and__Field_Oring__no__zero__divisors(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocancel__ab__semigroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Ocancel__ab__semigroup__add(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__div__algebra,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__div__algebra(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocancel__semigroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Ocancel__semigroup__add(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__algebra__1,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__algebra__1(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ono__zero__divisors,axiom, % 86.25/86.41 class_Ring__and__Field_Ono__zero__divisors(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Odivision__by__zero,axiom, % 86.25/86.41 class_Ring__and__Field_Odivision__by__zero(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__semiring__1,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__semiring__1(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__semiring__0,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__semiring__0(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__algebra,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__algebra(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Oab__semigroup__mult,axiom, % 86.25/86.41 class_OrderedGroup_Oab__semigroup__mult(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__vector,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__vector(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocomm__monoid__mult,axiom, % 86.25/86.41 class_OrderedGroup_Ocomm__monoid__mult(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Oab__semigroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Oab__semigroup__add(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Odivision__ring,axiom, % 86.25/86.41 class_Ring__and__Field_Odivision__ring(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__semiring,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__semiring(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__normed__field,axiom, % 86.25/86.41 class_RealVector_Oreal__normed__field(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ocomm__monoid__add,axiom, % 86.25/86.41 class_OrderedGroup_Ocomm__monoid__add(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ozero__neq__one,axiom, % 86.25/86.41 class_Ring__and__Field_Ozero__neq__one(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__ring__1,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__ring__1(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Oab__group__add,axiom, % 86.25/86.41 class_OrderedGroup_Oab__group__add(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Omult__zero,axiom, % 86.25/86.41 class_Ring__and__Field_Omult__zero(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ocomm__ring,axiom, % 86.25/86.41 class_Ring__and__Field_Ocomm__ring(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Omonoid__mult,axiom, % 86.25/86.41 class_OrderedGroup_Omonoid__mult(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Osemiring,axiom, % 86.25/86.41 class_Ring__and__Field_Osemiring(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Omonoid__add,axiom, % 86.25/86.41 class_OrderedGroup_Omonoid__add(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__OrderedGroup_Ogroup__add,axiom, % 86.25/86.41 class_OrderedGroup_Ogroup__add(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__RealVector_Oreal__field,axiom, % 86.25/86.41 class_RealVector_Oreal__field(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Ofield,axiom, % 86.25/86.41 class_Ring__and__Field_Ofield(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Oring,axiom, % 86.25/86.41 class_Ring__and__Field_Oring(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Oidom,axiom, % 86.25/86.41 class_Ring__and__Field_Oidom(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Ring__and__Field_Odvd,axiom, % 86.25/86.41 class_Ring__and__Field_Odvd(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__Int_Onumber__ring,axiom, % 86.25/86.41 class_Int_Onumber__ring(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Complex__Ocomplex__HOL_Ozero,axiom, % 86.25/86.41 class_HOL_Ozero(tc_Complex_Ocomplex) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__cancel__ab__semigroup__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Opordered__cancel__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__ab__semigroup__add__imp__le,axiom, % 86.25/86.41 ( class_OrderedGroup_Opordered__ab__semigroup__add__imp__le(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__comm__semiring__strict,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oordered__comm__semiring__strict(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Opordered__cancel__semiring,axiom, % 86.25/86.41 ( class_Ring__and__Field_Opordered__cancel__semiring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__semiring__strict,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oordered__semiring__strict(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__ab__semigroup__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Opordered__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__ab__group__add__abs,axiom, % 86.25/86.41 ( class_OrderedGroup_Opordered__ab__group__add__abs(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__comm__monoid__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Opordered__comm__monoid__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oring__no__zero__divisors,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oring__no__zero__divisors(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oidom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocancel__ab__semigroup__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Ocancel__ab__semigroup__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_OrderedGroup_Ocancel__comm__monoid__add(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__ring__strict,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oordered__ring__strict(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Opordered__ab__group__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Opordered__ab__group__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Oordered__ab__group__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Oordered__ab__group__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocancel__semigroup__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Ocancel__semigroup__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_OrderedGroup_Ocancel__comm__monoid__add(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Opordered__semiring,axiom, % 86.25/86.41 ( class_Ring__and__Field_Opordered__semiring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Opordered__ring__abs,axiom, % 86.25/86.41 ( class_Ring__and__Field_Opordered__ring__abs(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__semiring,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oordered__semiring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ono__zero__divisors,axiom, % 86.25/86.41 ( class_Ring__and__Field_Ono__zero__divisors(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oidom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__semidom,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oordered__semidom(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__semiring__1,axiom, % 86.25/86.41 ( class_Ring__and__Field_Ocomm__semiring__1(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__semiring__0,axiom, % 86.25/86.41 ( class_Ring__and__Field_Ocomm__semiring__0(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Oab__semigroup__mult,axiom, % 86.25/86.41 ( class_OrderedGroup_Oab__semigroup__mult(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocomm__monoid__mult,axiom, % 86.25/86.41 ( class_OrderedGroup_Ocomm__monoid__mult(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Oab__semigroup__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Oab__semigroup__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_OrderedGroup_Ocomm__monoid__add(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Opordered__ring,axiom, % 86.25/86.41 ( class_Ring__and__Field_Opordered__ring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__semiring,axiom, % 86.25/86.41 ( class_Ring__and__Field_Ocomm__semiring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ocomm__monoid__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Ocomm__monoid__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_OrderedGroup_Ocomm__monoid__add(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ozero__neq__one,axiom, % 86.25/86.41 ( class_Ring__and__Field_Ozero__neq__one(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oordered__idom,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oordered__idom(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__ring__1,axiom, % 86.25/86.41 ( class_Ring__and__Field_Ocomm__ring__1(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__ring__1(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Omult__mono1,axiom, % 86.25/86.41 ( class_Ring__and__Field_Omult__mono1(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Oab__group__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Oab__group__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_OrderedGroup_Oab__group__add(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Omult__zero,axiom, % 86.25/86.41 ( class_Ring__and__Field_Omult__zero(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Omult__mono,axiom, % 86.25/86.41 ( class_Ring__and__Field_Omult__mono(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Ocomm__ring,axiom, % 86.25/86.41 ( class_Ring__and__Field_Ocomm__ring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__ring(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Omonoid__mult,axiom, % 86.25/86.41 ( class_OrderedGroup_Omonoid__mult(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Osemiring,axiom, % 86.25/86.41 ( class_Ring__and__Field_Osemiring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__0(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Omonoid__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Omonoid__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_OrderedGroup_Ocomm__monoid__add(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__OrderedGroup_Ogroup__add,axiom, % 86.25/86.41 ( class_OrderedGroup_Ogroup__add(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_OrderedGroup_Oab__group__add(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Osgn__if,axiom, % 86.25/86.41 ( class_Ring__and__Field_Osgn__if(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oabs__if,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oabs__if(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Divides_Osemiring__div,axiom, % 86.25/86.41 ( class_Divides_Osemiring__div(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ofield(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oring,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__ring(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Oidom,axiom, % 86.25/86.41 ( class_Ring__and__Field_Oidom(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oidom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Ring__and__Field_Odvd,axiom, % 86.25/86.41 ( class_Ring__and__Field_Odvd(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__semiring__1(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Orderings_Opreorder,axiom, % 86.25/86.41 ( class_Orderings_Opreorder(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Orderings_Olinorder,axiom, % 86.25/86.41 ( class_Orderings_Olinorder(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Divides_Oring__div,axiom, % 86.25/86.41 ( class_Divides_Oring__div(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ofield(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Orderings_Oorder,axiom, % 86.25/86.41 ( class_Orderings_Oorder(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Oordered__idom(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__Int_Onumber__ring,axiom, % 86.25/86.41 ( class_Int_Onumber__ring(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_Ring__and__Field_Ocomm__ring__1(T_1) ) ). % 86.25/86.41 % 86.25/86.41 cnf(clsarity_Polynomial__Opoly__HOL_Ozero,axiom, % 86.25/86.41 ( class_HOL_Ozero(tc_Polynomial_Opoly(T_1)) % 86.25/86.41 | ~ class_HOL_Ozero(T_1) ) ). % 86.25/86.41 % 86.25/86.41 %------------------------------------------------------------------------------ % 86.25/86.41 %------------------------------------------- % 86.25/86.41 % Proof found % 86.25/86.41 % SZS status Theorem for theBenchmark % 86.25/86.41 % SZS output start Proof % 86.25/86.41 %ClaNum:1134(EqnAxiom:142) % 86.25/86.41 %VarNum:7507(SingletonVarNum:2229) % 86.25/86.41 %MaxLitNum:6 % 86.25/86.41 %MaxfuncDepth:4 % 86.25/86.41 %SharedTerms:135 % 86.25/86.41 %goalClause: 269 % 86.25/86.41 %singleGoalClaCount:1 % 86.25/86.41 [143]P1(a1) % 86.25/86.41 [144]P2(a1) % 86.25/86.41 [145]P2(a2) % 86.25/86.41 [146]P47(a1) % 86.25/86.41 [147]P47(a2) % 86.25/86.41 [148]P3(a1) % 86.25/86.41 [149]P3(a2) % 86.25/86.41 [150]P4(a1) % 86.25/86.41 [151]P57(a1) % 86.25/86.41 [152]P40(a1) % 86.25/86.41 [153]P40(a2) % 86.25/86.41 [154]P41(a1) % 86.25/86.41 [155]P41(a2) % 86.25/86.41 [156]P29(a1) % 86.25/86.41 [157]P5(a1) % 86.25/86.41 [158]P5(a2) % 86.25/86.41 [159]P23(a1) % 86.25/86.41 [160]P48(a1) % 86.25/86.41 [161]P48(a2) % 86.25/86.41 [162]P24(a1) % 86.25/86.41 [163]P42(a1) % 86.25/86.41 [164]P42(a2) % 86.25/86.41 [165]P58(a1) % 86.25/86.41 [166]P34(a1) % 86.25/86.41 [167]P34(a2) % 86.25/86.41 [168]P43(a1) % 86.25/86.41 [169]P25(a1) % 86.25/86.41 [170]P6(a1) % 86.25/86.41 [171]P6(a2) % 86.25/86.41 [172]P35(a1) % 86.25/86.41 [173]P36(a1) % 86.25/86.41 [174]P13(a1) % 86.25/86.41 [175]P13(a2) % 86.25/86.41 [176]P26(a1) % 86.25/86.41 [177]P50(a1) % 86.25/86.41 [178]P50(a2) % 86.25/86.41 [179]P59(a1) % 86.25/86.41 [180]P38(a1) % 86.25/86.41 [181]P38(a2) % 86.25/86.41 [182]P60(a1) % 86.25/86.41 [183]P60(a2) % 86.25/86.41 [184]P49(a1) % 86.25/86.41 [185]P49(a2) % 86.25/86.41 [186]P30(a1) % 86.25/86.41 [187]P31(a1) % 86.25/86.41 [188]P39(a1) % 86.25/86.41 [189]P39(a2) % 86.25/86.41 [190]P61(a1) % 86.25/86.41 [191]P51(a1) % 86.25/86.41 [192]P33(a1) % 86.25/86.41 [193]P62(a1) % 86.25/86.41 [194]P52(a1) % 86.25/86.41 [195]P64(a1) % 86.25/86.41 [196]P63(a1) % 86.25/86.41 [197]P15(a1) % 86.25/86.41 [198]P15(a2) % 86.25/86.41 [199]P65(a1) % 86.25/86.41 [200]P37(a1) % 86.25/86.41 [201]P37(a2) % 86.25/86.41 [202]P44(a1) % 86.25/86.41 [203]P44(a2) % 86.25/86.41 [204]P53(a1) % 86.25/86.41 [205]P54(a1) % 86.25/86.41 [206]P66(a1) % 86.25/86.41 [207]P67(a1) % 86.25/86.41 [208]P7(a1) % 86.25/86.41 [209]P7(a2) % 86.25/86.41 [210]P70(a1) % 86.25/86.41 [211]P70(a2) % 86.25/86.41 [212]P27(a1) % 86.25/86.41 [213]P27(a2) % 86.25/86.41 [214]P55(a1) % 86.25/86.41 [215]P55(a2) % 86.25/86.41 [216]P68(a1) % 86.25/86.41 [217]P68(a2) % 86.25/86.41 [218]P56(a1) % 86.25/86.41 [219]P56(a2) % 86.25/86.41 [220]P45(a1) % 86.25/86.41 [221]P45(a2) % 86.25/86.41 [222]P32(a1) % 86.25/86.41 [223]P16(a1) % 86.25/86.41 [224]P16(a2) % 86.25/86.41 [225]P17(a1) % 86.25/86.41 [226]P17(a2) % 86.25/86.41 [227]P46(a1) % 86.25/86.41 [228]P46(a2) % 86.25/86.41 [229]P18(a1) % 86.25/86.41 [230]P18(a2) % 86.25/86.41 [231]P28(a1) % 86.25/86.41 [232]P28(a2) % 86.25/86.41 [233]P22(a1) % 86.25/86.41 [234]P22(a2) % 86.25/86.41 [235]P19(a1) % 86.25/86.41 [236]P19(a2) % 86.25/86.41 [237]P69(a1) % 86.25/86.41 [238]P69(a2) % 86.25/86.41 [239]P21(a1) % 86.25/86.41 [240]P21(a2) % 86.25/86.41 [246]P8(a28,f15(a33,a2),a1) % 86.25/86.41 [263]~E(f4(a1),f3(a1)) % 86.25/86.41 [241]E(f14(f3(a1)),f3(a1)) % 86.25/86.41 [242]E(f14(f4(a1)),f4(a1)) % 86.25/86.41 [252]P8(f11(f4(a1),f5(a28,a1),a1),f15(a33,a2),a1) % 86.25/86.41 [264]~E(f3(f27(a2)),a32) % 86.25/86.41 [266]~E(f16(a31,a32,a2),f3(f27(a2))) % 86.25/86.41 [267]~P9(f3(a1),f10(f3(a1),f3(a1),a1),a1) % 86.25/86.41 [253]E(f11(f10(f3(a1),f3(a1),a1),f10(f3(a1),f3(a1),a1),a1),f3(a1)) % 86.25/86.41 [260]P8(f11(a29,f15(a30,a2),a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1) % 86.25/86.41 [269]~P8(f11(a29,f15(a30,a2),a1),f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),a1) % 86.25/86.41 [243]P8(x2431,x2431,a1) % 86.25/86.41 [265]~P9(x2651,x2651,a1) % 86.25/86.41 [244]E(f10(f4(a1),x2441,a1),x2441) % 86.25/86.41 [249]E(f14(f10(x2491,x2491,a1)),f5(x2491,a1)) % 86.25/86.41 [251]P9(f3(a1),f11(f4(a1),f5(x2511,a1),a1),a1) % 86.25/86.41 [268]~P9(f11(f5(x2681,a1),f4(a1),a1),x2681,a1) % 86.25/86.41 [256]E(f10(f11(x2561,f4(a1),a1),f7(x2561,f4(a1),a1),a1),f7(f10(x2561,x2561,a1),f4(a1),a1)) % 86.25/86.41 [247]P9(f3(a1),f34(x2471,x2472),a1) % 86.25/86.41 [248]E(f10(x2481,x2482,a1),f10(x2482,x2481,a1)) % 86.25/86.41 [250]E(f10(f14(x2501),f14(x2502),a1),f14(f10(x2501,x2502,a1))) % 86.25/86.41 [257]P8(f3(a1),f11(f10(x2571,x2571,a1),f10(x2572,x2572,a1),a1),a1) % 86.25/86.41 [258]P8(f15(x2581,a2),f11(f15(f11(x2581,x2582,a2),a2),f15(x2582,a2),a1),a1) % 86.25/86.41 [259]P8(f7(f15(f11(x2591,x2592,a2),a2),f15(x2591,a2),a1),f15(x2592,a2),a1) % 86.25/86.41 [261]P8(x2611,f14(f11(f10(x2611,x2611,a1),f10(x2612,x2612,a1),a1)),a1) % 86.25/86.41 [262]P8(f3(a1),f14(f11(f10(x2621,x2621,a1),f10(x2622,x2622,a1),a1)),a1) % 86.25/86.41 [254]E(f10(f10(x2541,x2542,a1),x2543,a1),f10(x2541,f10(x2542,x2543,a1),a1)) % 86.25/86.41 [255]E(f11(f10(x2551,x2552,a1),f10(x2553,x2552,a1),a1),f10(f11(x2551,x2553,a1),x2552,a1)) % 86.25/86.41 [270]~E(f14(x2701),f3(a1))+E(x2701,f3(a1)) % 86.25/86.41 [271]~E(f14(x2711),f4(a1))+E(x2711,f4(a1)) % 86.25/86.41 [273]~P57(x2731)+P4(f27(x2731)) % 86.25/86.41 [274]~P57(x2741)+P57(f27(x2741)) % 86.25/86.41 [275]~P47(x2751)+P11(f27(x2751)) % 86.25/86.41 [276]~P41(x2761)+P41(f27(x2761)) % 86.25/86.41 [277]~P57(x2771)+P29(f27(x2771)) % 86.25/86.41 [278]~P13(x2781)+P5(f27(x2781)) % 86.25/86.41 [279]~P57(x2791)+P23(f27(x2791)) % 86.25/86.41 [280]~P47(x2801)+P12(f27(x2801)) % 86.25/86.41 [281]~P57(x2811)+P24(f27(x2811)) % 86.25/86.41 [282]~P42(x2821)+P42(f27(x2821)) % 86.25/86.41 [283]~P57(x2831)+P58(f27(x2831)) % 86.25/86.41 [284]~P57(x2841)+P43(f27(x2841)) % 86.25/86.41 [285]~P42(x2851)+P6(f27(x2851)) % 86.25/86.41 [286]~P57(x2861)+P35(f27(x2861)) % 86.25/86.41 [287]~P57(x2871)+P36(f27(x2871)) % 86.25/86.41 [288]~P13(x2881)+P13(f27(x2881)) % 86.25/86.41 [289]~P50(x2891)+P50(f27(x2891)) % 86.25/86.41 [290]~P57(x2901)+P59(f27(x2901)) % 86.25/86.41 [291]~P44(x2911)+P60(f27(x2911)) % 86.25/86.41 [292]~P41(x2921)+P49(f27(x2921)) % 86.25/86.41 [293]~P57(x2931)+P30(f27(x2931)) % 86.25/86.41 [294]~P57(x2941)+P31(f27(x2941)) % 86.25/86.41 [295]~P57(x2951)+P61(f27(x2951)) % 86.25/86.41 [296]~P57(x2961)+P51(f27(x2961)) % 86.25/86.41 [297]~P57(x2971)+P33(f27(x2971)) % 86.25/86.41 [298]~P57(x2981)+P62(f27(x2981)) % 86.25/86.41 [299]~P57(x2991)+P64(f27(x2991)) % 86.25/86.41 [300]~P57(x3001)+P63(f27(x3001)) % 86.25/86.41 [301]~P15(x3011)+P15(f27(x3011)) % 86.25/86.41 [302]~P57(x3021)+P65(f27(x3021)) % 86.25/86.41 [303]~P44(x3031)+P44(f27(x3031)) % 86.25/86.41 [304]~P57(x3041)+P53(f27(x3041)) % 86.25/86.41 [305]~P57(x3051)+P54(f27(x3051)) % 86.25/86.41 [306]~P57(x3061)+P66(f27(x3061)) % 86.25/86.41 [307]~P57(x3071)+P67(f27(x3071)) % 86.25/86.41 [308]~P7(x3081)+P7(f27(x3081)) % 86.25/86.41 [309]~P41(x3091)+P70(f27(x3091)) % 86.25/86.41 [310]~P15(x3101)+P27(f27(x3101)) % 86.25/86.41 [311]~P50(x3111)+P55(f27(x3111)) % 86.25/86.41 [312]~P50(x3121)+P68(f27(x3121)) % 86.25/86.41 [313]~P45(x3131)+P56(f27(x3131)) % 86.25/86.41 [314]~P45(x3141)+P45(f27(x3141)) % 86.25/86.41 [315]~P57(x3151)+P32(f27(x3151)) % 86.25/86.41 [316]~P21(x3161)+P16(f27(x3161)) % 86.25/86.41 [317]~P21(x3171)+P17(f27(x3171)) % 86.25/86.41 [318]~P45(x3181)+P46(f27(x3181)) % 86.25/86.41 [319]~P45(x3191)+P18(f27(x3191)) % 86.25/86.41 [320]~P41(x3201)+P28(f27(x3201)) % 86.25/86.41 [321]~P41(x3211)+P22(f27(x3211)) % 86.25/86.41 [322]~P15(x3221)+P19(f27(x3221)) % 86.25/86.41 [323]~P45(x3231)+P69(f27(x3231)) % 86.25/86.41 [324]~P21(x3241)+P21(f27(x3241)) % 86.25/86.41 [326]~P70(x3261)+~E(f4(x3261),f3(x3261)) % 86.25/86.41 [395]E(f5(x3951,a1),x3951)+P9(x3951,f3(a1),a1) % 86.25/86.41 [415]~P62(x4151)+P8(f3(x4151),f4(x4151),x4151) % 86.25/86.41 [416]~P62(x4161)+P9(f3(x4161),f4(x4161),x4161) % 86.25/86.41 [462]~E(f14(x4621),f3(a1))+~P9(f3(a1),x4621,a1) % 86.25/86.41 [480]~P62(x4801)+~P8(f4(x4801),f3(x4801),x4801) % 86.25/86.41 [481]~P62(x4811)+~P9(f4(x4811),f3(x4811),x4811) % 86.25/86.41 [541]~P8(x5411,f3(a1),a1)+P8(f14(x5411),f3(a1),a1) % 86.25/86.41 [542]~P8(x5421,f4(a1),a1)+P8(f14(x5421),f4(a1),a1) % 86.25/86.41 [543]~P9(x5431,f3(a1),a1)+P9(f14(x5431),f3(a1),a1) % 86.25/86.41 [544]~P9(x5441,f4(a1),a1)+P9(f14(x5441),f4(a1),a1) % 86.25/86.41 [546]~P8(f3(a1),x5461,a1)+P8(f3(a1),f14(x5461),a1) % 86.25/86.41 [548]~P8(f4(a1),x5481,a1)+P8(f4(a1),f14(x5481),a1) % 86.25/86.41 [550]~P9(f3(a1),x5501,a1)+P9(f3(a1),f14(x5501),a1) % 86.25/86.41 [551]~P9(f4(a1),x5511,a1)+P9(f4(a1),f14(x5511),a1) % 86.25/86.41 [552]~P8(f14(x5521),f3(a1),a1)+P8(x5521,f3(a1),a1) % 86.25/86.41 [553]~P8(f14(x5531),f4(a1),a1)+P8(x5531,f4(a1),a1) % 86.25/86.41 [554]~P9(f14(x5541),f3(a1),a1)+P9(x5541,f3(a1),a1) % 86.25/86.41 [555]~P9(f14(x5551),f4(a1),a1)+P9(x5551,f4(a1),a1) % 86.25/86.41 [556]~P8(f3(a1),f14(x5561),a1)+P8(f3(a1),x5561,a1) % 86.25/86.41 [557]~P8(f4(a1),f14(x5571),a1)+P8(f4(a1),x5571,a1) % 86.25/86.41 [558]~P9(f3(a1),f14(x5581),a1)+P9(f3(a1),x5581,a1) % 86.25/86.41 [559]~P9(f4(a1),f14(x5591),a1)+P9(f4(a1),x5591,a1) % 86.25/86.41 [564]E(x5641,f3(a1))+P9(f3(a1),f10(x5641,x5641,a1),a1) % 86.25/86.41 [327]~P40(x3271)+E(f15(f3(x3271),x3271),f3(a1)) % 86.25/86.41 [328]~P39(x3281)+E(f15(f4(x3281),x3281),f4(a1)) % 86.25/86.41 [330]~P2(x3301)+E(f8(f3(x3301),x3301),f3(x3301)) % 86.25/86.41 [331]~P48(x3311)+E(f8(f4(x3311),x3311),f4(x3311)) % 86.25/86.42 [332]~P5(x3321)+E(f13(f3(x3321),x3321),f3(x3321)) % 86.25/86.42 [333]~P24(x3331)+E(f13(f3(x3331),x3331),f3(x3331)) % 86.25/86.42 [334]~P4(x3341)+E(f5(f3(x3341),x3341),f3(x3341)) % 86.25/86.42 [335]~P57(x3351)+E(f5(f4(x3351),x3351),f4(x3351)) % 86.25/86.42 [336]~P57(x3361)+E(f12(f3(x3361),x3361),f3(x3361)) % 86.25/86.42 [337]~P40(x3371)+E(f12(f3(x3371),x3371),f3(x3371)) % 86.25/86.42 [338]~P58(x3381)+E(f12(f3(x3381),x3381),f3(x3381)) % 86.25/86.42 [339]~P39(x3391)+E(f12(f4(x3391),x3391),f4(x3391)) % 86.25/86.42 [418]~P26(x4181)+E(f11(f3(x4181),f3(x4181),x4181),f3(x4181)) % 86.25/86.42 [464]~P40(x4641)+P8(f15(f3(x4641),x4641),f3(a1),a1) % 86.25/86.42 [469]~P4(x4691)+P8(f5(f3(x4691),x4691),f3(x4691),x4691) % 86.25/86.42 [560]~P40(x5601)+~P9(f3(a1),f15(f3(x5601),x5601),a1) % 86.25/86.42 [563]~P4(x5631)+~P9(f3(x5631),f5(f3(x5631),x5631),x5631) % 86.25/86.42 [653]~P62(x6531)+P9(f3(x6531),f11(f4(x6531),f4(x6531),x6531),x6531) % 86.25/86.42 [371]~P40(x3711)+E(f15(f12(f3(x3711),x3711),x3711),f3(a1)) % 86.25/86.42 [455]~P41(x4551)+E(f16(f4(x4551),f3(f27(x4551)),x4551),f4(f27(x4551))) % 86.25/86.42 [456]~P7(x4561)+E(f16(f3(x4561),f3(f27(x4561)),x4561),f3(f27(x4561))) % 86.25/86.42 [775]~P59(x7751)+E(f11(f10(f3(x7751),f3(x7751),x7751),f10(f3(x7751),f3(x7751),x7751),x7751),f3(x7751)) % 86.25/86.42 [1080]~P59(x10801)+P8(f11(f10(f3(x10801),f3(x10801),x10801),f10(f3(x10801),f3(x10801),x10801),x10801),f3(x10801),x10801) % 86.25/86.42 [1108]~P8(a28,f15(x11081,a2),a1)+P8(f11(a29,f15(a30,a2),a1),f15(f17(f16(a31,a32,a2),x11081,a2),a2),a1) % 86.25/86.42 [1119]~P59(x11191)+~P9(f3(x11191),f11(f10(f3(x11191),f3(x11191),x11191),f10(f3(x11191),f3(x11191),x11191),x11191),x11191) % 86.25/86.42 [368]~P35(x3682)+P8(x3681,x3681,x3682) % 86.25/86.42 [369]~P36(x3692)+P8(x3691,x3691,x3692) % 86.25/86.42 [370]~P41(x3702)+P10(x3701,x3701,x3702) % 86.25/86.42 [448]~P9(x4482,x4482,x4481)+~P29(x4481) % 86.25/86.42 [449]~P9(x4492,x4492,x4491)+~P35(x4491) % 86.25/86.42 [450]~P9(x4502,x4502,x4501)+~P36(x4501) % 86.25/86.42 [471]P8(x4712,x4711,a1)+P8(x4711,x4712,a1) % 86.25/86.42 [514]~P9(x5141,x5142,a1)+P8(x5141,x5142,a1) % 86.25/86.42 [272]E(x2721,x2722)+~E(f14(x2721),f14(x2722)) % 86.25/86.42 [372]~P20(x3722)+E(f10(x3721,x3721,x3722),x3721) % 86.25/86.42 [375]~P5(x3752)+E(f7(x3751,x3751,x3752),f3(x3752)) % 86.25/86.42 [376]~P13(x3762)+E(f7(x3761,x3761,x3762),f3(x3762)) % 86.25/86.42 [377]~P41(x3772)+P10(x3771,f3(x3772),x3772) % 86.25/86.42 [378]~P41(x3781)+P10(f4(x3781),x3782,x3781) % 86.25/86.42 [432]~P4(x4322)+P8(x4321,f5(x4321,x4322),x4322) % 86.25/86.42 [434]~P40(x4342)+P8(f3(a1),f15(x4341,x4342),a1) % 86.25/86.42 [435]~P34(x4352)+P8(f3(a1),f18(x4351,x4352),a1) % 86.25/86.42 [436]~P34(x4362)+P8(f3(a1),f23(x4361,x4362),a1) % 86.25/86.42 [437]~P34(x4372)+P8(f3(a1),f19(x4371,x4372),a1) % 86.25/86.42 [438]~P34(x4382)+P9(f3(a1),f24(x4381,x4382),a1) % 86.25/86.42 [439]~P34(x4392)+P9(f3(a1),f21(x4391,x4392),a1) % 86.25/86.42 [440]~P34(x4402)+P9(f3(a1),f26(x4401,x4402),a1) % 86.25/86.42 [451]~P4(x4511)+P8(f3(x4511),f5(x4512,x4511),x4511) % 86.25/86.42 [482]~P4(x4822)+P8(f13(x4821,x4822),f5(x4821,x4822),x4822) % 86.25/86.42 [513]~P40(x5131)+~P9(f15(x5132,x5131),f3(a1),a1) % 86.25/86.42 [525]~P4(x5251)+~P9(f5(x5252,x5251),f3(x5251),x5251) % 86.25/86.42 [531]~P8(x5311,x5312,a1)+P8(f14(x5311),f14(x5312),a1) % 86.25/86.42 [532]~P9(x5321,x5322,a1)+P9(f14(x5321),f14(x5322),a1) % 86.25/86.42 [561]P8(x5611,x5612,a1)+~P8(f14(x5611),f14(x5612),a1) % 86.25/86.42 [562]P9(x5621,x5622,a1)+~P9(f14(x5621),f14(x5622),a1) % 86.25/86.42 [577]P8(x5771,x5772,a1)+~P8(f5(x5771,a1),x5772,a1) % 86.25/86.42 [583]~P59(x5831)+P8(f3(x5831),f10(x5832,x5832,x5831),x5831) % 86.25/86.42 [717]~P8(x7171,x7172,a1)+P8(f7(x7171,x7172,a1),f3(a1),a1) % 86.25/86.42 [733]~P59(x7331)+~P9(f10(x7332,x7332,x7331),f3(x7331),x7331) % 86.25/86.42 [761]P8(x7611,x7612,a1)+~P8(f7(x7611,x7612,a1),f3(a1),a1) % 86.25/86.42 [352]~P14(x3522)+E(f13(f13(x3521,x3522),x3522),x3521) % 86.25/86.42 [354]~P5(x3542)+E(f13(f13(x3541,x3542),x3542),x3541) % 86.25/86.42 [362]~P40(x3622)+E(f5(f15(x3621,x3622),a1),f15(x3621,x3622)) % 86.25/86.42 [364]~P4(x3642)+E(f5(f13(x3641,x3642),x3642),f5(x3641,x3642)) % 86.25/86.42 [365]~P4(x3652)+E(f5(f5(x3651,x3652),x3652),f5(x3651,x3652)) % 86.25/86.42 [366]~P40(x3662)+E(f15(f13(x3661,x3662),x3662),f15(x3661,x3662)) % 86.25/86.42 [367]~P57(x3672)+E(f12(f12(x3671,x3672),x3672),f12(x3671,x3672)) % 86.25/86.42 [379]~P47(x3792)+E(f9(x3791,f4(x3792),x3792),x3791) % 86.25/86.42 [380]~P41(x3802)+E(f10(x3801,f4(x3802),x3802),x3801) % 86.25/86.42 [381]~P28(x3812)+E(f10(x3811,f4(x3812),x3812),x3811) % 86.25/86.42 [382]~P5(x3822)+E(f7(x3821,f3(x3822),x3822),x3821) % 86.25/86.42 [383]~P11(x3832)+E(f6(x3831,f4(x3832),x3832),x3831) % 86.25/86.42 [384]~P41(x3842)+E(f11(x3841,f3(x3842),x3842),x3841) % 86.25/86.42 [385]~P15(x3852)+E(f11(x3851,f3(x3852),x3852),x3851) % 86.25/86.42 [386]~P27(x3862)+E(f11(x3861,f3(x3862),x3862),x3861) % 86.25/86.42 [388]~P41(x3881)+E(f10(f4(x3881),x3882,x3881),x3882) % 86.25/86.42 [389]~P28(x3891)+E(f10(f4(x3891),x3892,x3891),x3892) % 86.25/86.42 [390]~P22(x3901)+E(f10(f4(x3901),x3902,x3901),x3902) % 86.25/86.42 [392]~P41(x3921)+E(f11(f3(x3921),x3922,x3921),x3922) % 86.25/86.42 [393]~P15(x3931)+E(f11(f3(x3931),x3932,x3931),x3932) % 86.25/86.42 [394]~P27(x3941)+E(f11(f3(x3941),x3942,x3941),x3942) % 86.25/86.42 [399]~P41(x3992)+E(f10(x3991,f3(x3992),x3992),f3(x3992)) % 86.25/86.42 [401]~P34(x4012)+E(f10(x4011,f3(x4012),x4012),f3(x4012)) % 86.25/86.42 [402]~P68(x4022)+E(f10(x4021,f3(x4022),x4022),f3(x4022)) % 86.25/86.42 [403]~P56(x4032)+E(f10(x4031,f3(x4032),x4032),f3(x4032)) % 86.25/86.42 [404]~P11(x4042)+E(f6(x4041,f3(x4042),x4042),f3(x4042)) % 86.25/86.42 [405]~P47(x4051)+E(f9(f3(x4051),x4052,x4051),f3(x4051)) % 86.25/86.42 [406]~P3(x4061)+E(f9(f3(x4061),x4062,x4061),f3(x4061)) % 86.25/86.42 [408]~P41(x4081)+E(f10(f3(x4081),x4082,x4081),f3(x4081)) % 86.25/86.42 [410]~P34(x4101)+E(f10(f3(x4101),x4102,x4101),f3(x4101)) % 86.25/86.42 [411]~P68(x4111)+E(f10(f3(x4111),x4112,x4111),f3(x4111)) % 86.25/86.42 [412]~P56(x4121)+E(f10(f3(x4121),x4122,x4121),f3(x4121)) % 86.25/86.42 [413]~P11(x4131)+E(f6(f3(x4131),x4132,x4131),f3(x4131)) % 86.25/86.42 [423]~P47(x4231)+E(f9(f4(x4231),x4232,x4231),f8(x4232,x4231)) % 86.25/86.42 [424]~P5(x4241)+E(f7(f3(x4241),x4242,x4241),f13(x4242,x4241)) % 86.25/86.42 [430]~P40(x4302)+E(f12(f13(x4301,x4302),x4302),f13(f12(x4301,x4302),x4302)) % 86.25/86.42 [442]~P5(x4422)+E(f11(x4421,f13(x4421,x4422),x4422),f3(x4422)) % 86.25/86.42 [444]~P5(x4442)+E(f11(f13(x4441,x4442),x4441,x4442),f3(x4442)) % 86.25/86.42 [445]~P13(x4452)+E(f11(f13(x4451,x4452),x4451,x4452),f3(x4452)) % 86.25/86.42 [463]~P57(x4632)+E(f10(x4631,f12(x4631,x4632),x4632),f5(x4631,x4632)) % 86.25/86.42 [485]~P57(x4852)+E(f10(f12(x4851,x4852),f5(x4851,x4852),x4852),x4851) % 86.25/86.42 [526]~P4(x5262)+P8(f13(f5(x5261,x5262),x5262),f3(x5262),x5262) % 86.25/86.42 [567]~P50(x5672)+E(f10(f13(x5671,x5672),f13(x5671,x5672),x5672),f10(x5671,x5671,x5672)) % 86.25/86.42 [568]~P57(x5682)+E(f10(f5(x5681,x5682),f5(x5681,x5682),x5682),f10(x5681,x5681,x5682)) % 86.25/86.42 [604]~P62(x6042)+P9(x6041,f11(x6041,f4(x6042),x6042),x6042) % 86.25/86.42 [903]E(x9031,f3(a1))+~E(f11(f10(x9032,x9032,a1),f10(x9031,x9031,a1),a1),f3(a1)) % 86.25/86.42 [904]E(x9041,f3(a1))+~E(f11(f10(x9041,x9041,a1),f10(x9042,x9042,a1),a1),f3(a1)) % 86.25/86.42 [1031]E(x10311,f3(a1))+P9(f3(a1),f11(f10(x10312,x10312,a1),f10(x10311,x10311,a1),a1),a1) % 86.25/86.42 [1032]E(x10321,f3(a1))+P9(f3(a1),f11(f10(x10321,x10321,a1),f10(x10322,x10322,a1),a1),a1) % 86.25/86.42 [426]~P50(x4261)+E(f17(f3(f27(x4261)),x4262,x4261),f3(x4261)) % 86.25/86.42 [427]~P45(x4271)+E(f17(f3(f27(x4271)),x4272,x4271),f3(x4271)) % 86.25/86.42 [428]~P41(x4281)+E(f17(f4(f27(x4281)),x4282,x4281),f4(x4281)) % 86.25/86.42 [483]~P6(x4831)+E(f10(f13(f4(x4831),x4831),x4832,x4831),f13(x4832,x4831)) % 86.25/86.42 [719]~P41(x7192)+E(f11(x7191,x7191,x7192),f10(f11(f4(x7192),f4(x7192),x7192),x7191,x7192)) % 86.25/86.42 [490]~P41(x4903)+E(f10(x4901,x4902,x4903),f10(x4902,x4901,x4903)) % 86.25/86.42 [492]~P41(x4923)+E(f11(x4921,x4922,x4923),f11(x4922,x4921,x4923)) % 86.25/86.42 [493]~P15(x4933)+E(f11(x4931,x4932,x4933),f11(x4932,x4931,x4933)) % 86.25/86.42 [569]~P41(x5693)+P10(x5691,f10(x5692,x5691,x5693),x5693) % 86.25/86.42 [570]~P41(x5703)+P10(x5701,f10(x5701,x5702,x5703),x5703) % 86.25/86.42 [571]~P49(x5713)+P10(x5711,f10(x5711,x5712,x5713),x5713) % 86.25/86.42 [809]~P8(x8092,x8093,a1)+P8(f11(x8091,x8092,a1),f11(x8091,x8093,a1),a1) % 86.25/86.42 [519]~P47(x5193)+E(f10(x5191,f8(x5192,x5193),x5193),f9(x5191,x5192,x5193)) % 86.25/86.42 [520]~P5(x5203)+E(f11(x5201,f13(x5202,x5203),x5203),f7(x5201,x5202,x5203)) % 86.25/86.42 [521]~P6(x5213)+E(f11(x5211,f13(x5212,x5213),x5213),f7(x5211,x5212,x5213)) % 86.25/86.42 [523]~P13(x5233)+E(f11(x5231,f13(x5232,x5233),x5233),f7(x5231,x5232,x5233)) % 86.25/86.42 [524]~P5(x5243)+E(f7(x5241,f13(x5242,x5243),x5243),f11(x5241,x5242,x5243)) % 86.25/86.42 [565]~P60(x5652)+E(f10(f13(x5651,x5652),x5653,x5652),f10(x5651,f13(x5653,x5652),x5652)) % 86.25/86.42 [566]~P60(x5662)+E(f10(f13(x5661,x5662),f13(x5663,x5662),x5662),f10(x5661,x5663,x5662)) % 86.25/86.42 [572]~P5(x5723)+E(f7(f11(x5721,x5722,x5723),x5722,x5723),x5721) % 86.25/86.42 [573]~P5(x5733)+E(f11(f7(x5731,x5732,x5733),x5732,x5733),x5731) % 86.25/86.42 [612]~P13(x6123)+E(f13(f7(x6121,x6122,x6123),x6123),f7(x6122,x6121,x6123)) % 86.25/86.42 [642]~P13(x6422)+E(f11(f13(x6421,x6422),f11(x6423,x6421,x6422),x6422),x6423) % 86.25/86.42 [643]~P5(x6432)+E(f11(f13(x6431,x6432),f11(x6431,x6433,x6432),x6432),x6433) % 86.25/86.42 [663]~P60(x6633)+E(f10(x6631,f13(x6632,x6633),x6633),f13(f10(x6631,x6632,x6633),x6633)) % 86.25/86.42 [664]~P47(x6642)+E(f9(f13(x6641,x6642),x6643,x6642),f13(f9(x6641,x6643,x6642),x6642)) % 86.25/86.42 [665]~P60(x6652)+E(f10(f13(x6651,x6652),x6653,x6652),f13(f10(x6651,x6653,x6652),x6652)) % 86.25/86.42 [667]~P34(x6673)+E(f10(x6671,f13(x6672,x6673),x6673),f13(f10(x6671,x6672,x6673),x6673)) % 86.25/86.42 [668]~P3(x6682)+E(f9(f13(x6681,x6682),x6683,x6682),f13(f9(x6681,x6683,x6682),x6682)) % 86.25/86.42 [670]~P34(x6702)+E(f10(f13(x6701,x6702),x6703,x6702),f13(f10(x6701,x6703,x6702),x6702)) % 86.25/86.42 [695]~P20(x6953)+E(f10(x6951,f10(x6951,x6952,x6953),x6953),f10(x6951,x6952,x6953)) % 86.25/86.42 [698]~P38(x6982)+E(f10(f15(x6981,x6982),f15(x6983,x6982),a1),f15(f10(x6981,x6983,x6982),x6982)) % 86.25/86.42 [699]~P5(x6992)+E(f11(f13(x6991,x6992),f13(x6993,x6992),x6992),f13(f11(x6993,x6991,x6992),x6992)) % 86.25/86.42 [700]~P13(x7002)+E(f11(f13(x7001,x7002),f13(x7003,x7002),x7002),f13(f11(x7001,x7003,x7002),x7002)) % 86.25/86.42 [701]~P57(x7012)+E(f10(f5(x7011,x7012),f5(x7013,x7012),x7012),f5(f10(x7011,x7013,x7012),x7012)) % 86.25/86.42 [702]~P57(x7022)+E(f10(f12(x7021,x7022),f12(x7023,x7022),x7022),f12(f10(x7021,x7023,x7022),x7022)) % 86.25/86.42 [703]~P38(x7032)+E(f10(f12(x7031,x7032),f12(x7033,x7032),x7032),f12(f10(x7031,x7033,x7032),x7032)) % 86.25/86.42 [704]~P13(x7042)+E(f7(f13(x7041,x7042),f13(x7043,x7042),x7042),f13(f7(x7041,x7043,x7042),x7042)) % 86.25/86.42 [720]~P4(x7203)+E(f5(f7(x7201,x7202,x7203),x7203),f5(f7(x7202,x7201,x7203),x7203)) % 86.25/86.42 [721]~P40(x7213)+E(f15(f7(x7211,x7212,x7213),x7213),f15(f7(x7212,x7211,x7213),x7213)) % 86.25/86.42 [753]~P50(x7532)+P10(f10(x7531,f3(x7532),x7532),f10(x7533,f3(x7532),x7532),x7532) % 86.25/86.42 [754]~P50(x7541)+P10(f10(f3(x7541),x7542,x7541),f10(f3(x7541),x7543,x7541),x7541) % 86.25/86.42 [911]~P8(f15(x9112,a2),x9113,a1)+P8(f15(f17(x9111,x9112,a2),a2),f34(x9111,x9113),a1) % 86.25/86.42 [976]~P34(x9763)+P8(f15(f10(x9761,x9762,x9763),x9763),f10(f15(x9762,x9763),f26(x9761,x9763),a1),a1) % 86.25/86.42 [977]~P34(x9773)+P8(f15(f10(x9771,x9772,x9773),x9773),f10(f15(x9772,x9773),f23(x9771,x9773),a1),a1) % 86.25/86.42 [978]~P34(x9783)+P8(f15(f10(x9781,x9782,x9783),x9783),f10(f15(x9782,x9783),f25(x9781,x9783),a1),a1) % 86.25/86.42 [979]~P34(x9793)+P8(f15(f10(x9791,x9792,x9793),x9793),f10(f15(x9791,x9793),f15(x9792,x9793),a1),a1) % 86.25/86.42 [980]~P34(x9803)+P8(f15(f10(x9801,x9802,x9803),x9803),f10(f15(x9801,x9803),f24(x9802,x9803),a1),a1) % 86.25/86.42 [981]~P34(x9813)+P8(f15(f10(x9811,x9812,x9813),x9813),f10(f15(x9811,x9813),f18(x9812,x9813),a1),a1) % 86.25/86.42 [982]~P34(x9823)+P8(f15(f10(x9821,x9822,x9823),x9823),f10(f15(x9821,x9823),f22(x9822,x9823),a1),a1) % 86.25/86.42 [983]~P40(x9833)+P8(f15(f7(x9831,x9832,x9833),x9833),f11(f15(x9831,x9833),f15(x9832,x9833),a1),a1) % 86.25/86.42 [984]~P40(x9843)+P8(f15(f11(x9841,x9842,x9843),x9843),f11(f15(x9841,x9843),f15(x9842,x9843),a1),a1) % 86.25/86.42 [985]~P40(x9852)+P8(f7(f15(x9851,x9852),f15(x9853,x9852),a1),f15(f7(x9851,x9853,x9852),x9852),a1) % 86.25/86.42 [986]~P40(x9862)+P8(f7(f15(x9861,x9862),f15(x9863,x9862),a1),f15(f11(x9861,x9863,x9862),x9862),a1) % 86.25/86.42 [988]~P52(x9883)+P8(f5(f10(x9881,x9882,x9883),x9883),f10(f5(x9881,x9883),f5(x9882,x9883),x9883),x9883) % 86.25/86.42 [989]~P4(x9893)+P8(f5(f7(x9891,x9892,x9893),x9893),f11(f5(x9891,x9893),f5(x9892,x9893),x9893),x9893) % 86.25/86.42 [990]~P4(x9903)+P8(f5(f11(x9901,x9902,x9903),x9903),f11(f5(x9901,x9903),f5(x9902,x9903),x9903),x9903) % 86.25/86.42 [991]~P4(x9912)+P8(f7(f5(x9911,x9912),f5(x9913,x9912),x9912),f5(f7(x9911,x9913,x9912),x9912),x9912) % 86.25/86.42 [1059]~P59(x10591)+P8(f3(x10591),f11(f10(x10592,x10592,x10591),f10(x10593,x10593,x10591),x10591),x10591) % 86.25/86.42 [1109]~P59(x11091)+~P9(f11(f10(x11092,x11092,x11091),f10(x11093,x11093,x11091),x11091),f3(x11091),x11091) % 86.25/86.42 [694]~P5(x6942)+E(f11(x6941,f11(f13(x6941,x6942),x6943,x6942),x6942),x6943) % 86.25/86.42 [759]~P11(x7591)+E(f6(f10(f3(x7591),x7592,x7591),f10(f3(x7591),x7593,x7591),x7591),f3(x7591)) % 86.25/86.42 [800]~P4(x8002)+E(f5(f11(f5(x8001,x8002),f5(x8003,x8002),x8002),x8002),f11(f5(x8001,x8002),f5(x8003,x8002),x8002)) % 86.25/86.42 [805]~P41(x8053)+E(f11(x8051,f10(x8052,x8051,x8053),x8053),f10(f11(x8052,f4(x8053),x8053),x8051,x8053)) % 86.25/86.42 [806]~P41(x8063)+E(f11(f10(x8061,x8062,x8063),x8062,x8063),f10(f11(x8061,f4(x8063),x8063),x8062,x8063)) % 86.25/86.42 [1088]~P8(f15(x10883,a2),x10882,a1)+P8(f15(f17(x10881,f35(x10881,x10882),a2),a2),f15(f17(x10881,x10883,a2),a2),a1) % 86.25/86.42 [1089]~P40(x10892)+P8(f5(f7(f15(x10891,x10892),f15(x10893,x10892),a1),a1),f15(f7(x10891,x10893,x10892),x10892),a1) % 86.25/86.42 [1090]~P4(x10902)+P8(f5(f7(f5(x10901,x10902),f5(x10903,x10902),x10902),x10902),f5(f7(x10901,x10903,x10902),x10902),x10902) % 86.25/86.42 [776]~P41(x7764)+E(f10(x7761,f10(x7762,x7763,x7764),x7764),f10(x7762,f10(x7761,x7763,x7764),x7764)) % 86.25/86.42 [777]~P41(x7774)+E(f11(x7771,f11(x7772,x7773,x7774),x7774),f11(x7772,f11(x7771,x7773,x7774),x7774)) % 86.25/86.42 [778]~P13(x7784)+E(f11(x7781,f11(x7782,x7783,x7784),x7784),f11(x7782,f11(x7781,x7783,x7784),x7784)) % 86.25/86.42 [779]~P15(x7794)+E(f11(x7791,f11(x7792,x7793,x7794),x7794),f11(x7792,f11(x7791,x7793,x7794),x7794)) % 86.25/86.42 [784]~P41(x7843)+E(f10(f10(x7841,x7842,x7843),x7844,x7843),f10(x7841,f10(x7842,x7844,x7843),x7843)) % 86.25/86.42 [785]~P18(x7853)+E(f10(f10(x7851,x7852,x7853),x7854,x7853),f10(x7851,f10(x7852,x7854,x7853),x7853)) % 86.25/86.42 [786]~P41(x7863)+E(f11(f11(x7861,x7862,x7863),x7864,x7863),f11(x7861,f11(x7862,x7864,x7863),x7863)) % 86.25/86.42 [787]~P15(x7873)+E(f11(f11(x7871,x7872,x7873),x7874,x7873),f11(x7871,f11(x7872,x7874,x7873),x7873)) % 86.25/86.42 [788]~P19(x7883)+E(f11(f11(x7881,x7882,x7883),x7884,x7883),f11(x7881,f11(x7882,x7884,x7883),x7883)) % 86.25/86.42 [789]~P41(x7893)+E(f10(f10(x7891,x7892,x7893),x7894,x7893),f10(f10(x7891,x7894,x7893),x7892,x7893)) % 86.25/86.42 [790]~P41(x7903)+E(f11(f11(x7901,x7902,x7903),x7904,x7903),f11(f11(x7901,x7904,x7903),x7902,x7903)) % 86.25/86.42 [917]~P34(x9173)+E(f7(f10(x9171,x9172,x9173),f10(x9171,x9174,x9173),x9173),f10(x9171,f7(x9172,x9174,x9173),x9173)) % 86.25/86.42 [918]~P41(x9183)+E(f11(f10(x9181,x9182,x9183),f10(x9181,x9184,x9183),x9183),f10(x9181,f11(x9182,x9184,x9183),x9183)) % 86.25/86.42 [920]~P34(x9203)+E(f11(f10(x9201,x9202,x9203),f10(x9201,x9204,x9203),x9203),f10(x9201,f11(x9202,x9204,x9203),x9203)) % 86.25/86.42 [921]~P47(x9213)+E(f7(f9(x9211,x9212,x9213),f9(x9214,x9212,x9213),x9213),f9(f7(x9211,x9214,x9213),x9212,x9213)) % 86.25/86.42 [922]~P3(x9223)+E(f7(f9(x9221,x9222,x9223),f9(x9224,x9222,x9223),x9223),f9(f7(x9221,x9224,x9223),x9222,x9223)) % 86.25/86.42 [923]~P47(x9233)+E(f11(f9(x9231,x9232,x9233),f9(x9234,x9232,x9233),x9233),f9(f11(x9231,x9234,x9233),x9232,x9233)) % 86.25/86.42 [924]~P3(x9243)+E(f11(f9(x9241,x9242,x9243),f9(x9244,x9242,x9243),x9243),f9(f11(x9241,x9244,x9243),x9242,x9243)) % 86.25/86.42 [926]~P34(x9263)+E(f7(f10(x9261,x9262,x9263),f10(x9264,x9262,x9263),x9263),f10(f7(x9261,x9264,x9263),x9262,x9263)) % 86.25/86.42 [929]~P34(x9293)+E(f11(f10(x9291,x9292,x9293),f10(x9294,x9292,x9293),x9293),f10(f11(x9291,x9294,x9293),x9292,x9293)) % 86.25/86.42 [930]~P46(x9303)+E(f11(f10(x9301,x9302,x9303),f10(x9304,x9302,x9303),x9303),f10(f11(x9301,x9304,x9303),x9302,x9303)) % 86.25/86.42 [931]~P41(x9313)+E(f11(f10(x9311,x9312,x9313),f10(x9314,x9312,x9313),x9313),f10(f11(x9311,x9314,x9313),x9312,x9313)) % 86.25/86.42 [1103]~P34(x11033)+P8(f15(f10(x11031,x11032,x11033),x11033),f10(f10(f15(x11031,x11033),f15(x11032,x11033),a1),f21(x11034,x11033),a1),a1) % 86.25/86.42 [1104]~P34(x11043)+P8(f15(f10(x11041,x11042,x11043),x11043),f10(f10(f15(x11041,x11043),f15(x11042,x11043),a1),f19(x11044,x11043),a1),a1) % 86.25/86.42 [1105]~P34(x11053)+P8(f15(f10(x11051,x11052,x11053),x11053),f10(f10(f15(x11051,x11053),f15(x11052,x11053),a1),f20(x11054,x11053),a1),a1) % 86.25/86.42 [1008]~P45(x10084)+E(f11(x10081,f10(x10082,f17(x10083,x10082,x10084),x10084),x10084),f17(f16(x10081,x10083,x10084),x10082,x10084)) % 86.25/86.42 [1009]~P41(x10093)+E(f10(f10(x10091,x10092,x10093),f10(x10094,x10095,x10093),x10093),f10(f10(x10091,x10094,x10093),f10(x10092,x10095,x10093),x10093)) % 86.25/86.42 [1010]~P13(x10103)+E(f7(f11(x10101,x10102,x10103),f11(x10104,x10105,x10103),x10103),f11(f7(x10101,x10104,x10103),f7(x10102,x10105,x10103),x10103)) % 86.25/86.42 [1011]~P41(x10113)+E(f11(f11(x10111,x10112,x10113),f11(x10114,x10115,x10113),x10113),f11(f11(x10111,x10114,x10113),f11(x10112,x10115,x10113),x10113)) % 86.25/86.42 [1102]~P69(x11023)+E(f11(f10(x11021,x11022,x11023),f11(f10(x11024,x11022,x11023),x11025,x11023),x11023),f11(f10(f11(x11021,x11024,x11023),x11022,x11023),x11025,x11023)) % 86.25/86.42 [1132]~P40(x11323)+P8(f15(f7(f11(x11321,x11322,x11323),f11(x11324,x11325,x11323),x11323),x11323),f11(f15(f7(x11321,x11324,x11323),x11323),f15(f7(x11322,x11325,x11323),x11323),a1),a1) % 86.25/86.42 [1133]~P4(x11333)+P8(f5(f7(f11(x11331,x11332,x11333),f11(x11334,x11335,x11333),x11333),x11333),f11(f5(f7(x11331,x11334,x11333),x11333),f5(f7(x11332,x11335,x11333),x11333),x11333),x11333) % 86.25/86.42 [1134]~P34(x11343)+E(f11(f11(f10(f7(x11341,x11342,x11343),f7(x11344,x11345,x11343),x11343),f10(f7(x11341,x11342,x11343),x11345,x11343),x11343),f10(x11342,f7(x11344,x11345,x11343),x11343),x11343),f7(f10(x11341,x11344,x11343),f10(x11342,x11345,x11343),x11343)) % 86.25/86.42 [1118]~P60(x11183)+E(f11(f10(x11181,x11182,x11183),f11(f10(f7(x11184,x11181,x11183),x11182,x11183),x11185,x11183),x11183),f11(f10(x11184,x11182,x11183),x11185,x11183)) % 86.25/86.42 [1131]~P37(x11314)+E(f11(f10(x11311,f9(f7(x11312,x11313,x11314),x11315,x11314),x11314),f10(f9(f7(x11311,x11316,x11314),x11315,x11314),x11313,x11314),x11314),f9(f7(f10(x11311,x11312,x11314),f10(x11316,x11313,x11314),x11314),x11315,x11314)) % 86.25/86.42 [342]~P2(x3421)+~P47(x3421)+E(f8(f4(x3421),x3421),f4(x3421)) % 86.25/86.42 [613]~P33(x6131)+~P8(f3(x6131),f3(x6131),x6131)+E(f11(f3(x6131),f3(x6131),x6131),f3(x6131)) % 86.25/86.42 [517]E(x5171,x5172)+P9(x5171,x5172,a1)+~P8(x5171,x5172,a1) % 86.25/86.42 [574]E(x5741,x5742)+~P8(x5742,x5741,a1)+~P8(x5741,x5742,a1) % 86.25/86.42 [340]~P24(x3402)+~E(f13(x3401,x3402),x3401)+E(x3401,f3(x3402)) % 86.25/86.42 [343]~P40(x3432)+E(x3431,f3(x3432))+~E(f15(x3431,x3432),f3(a1)) % 86.25/86.42 [344]~P48(x3442)+~E(f8(x3441,x3442),f3(x3442))+E(x3441,f3(x3442)) % 86.25/86.42 [345]~P5(x3452)+~E(f13(x3451,x3452),f3(x3452))+E(x3451,f3(x3452)) % 86.25/86.42 [346]~P4(x3462)+~E(f5(x3461,x3462),f3(x3462))+E(x3461,f3(x3462)) % 86.25/86.42 [347]~P57(x3472)+~E(f12(x3471,x3472),f3(x3472))+E(x3471,f3(x3472)) % 86.25/86.42 [348]~P40(x3482)+~E(f12(x3481,x3482),f3(x3482))+E(x3481,f3(x3482)) % 86.25/86.42 [349]~P5(x3491)+~E(f13(x3492,x3491),f3(x3491))+E(f3(x3491),x3492) % 86.25/86.42 [397]~P47(x3972)+E(f9(x3971,x3971,x3972),f4(x3972))+E(x3971,f3(x3972)) % 86.25/86.42 [398]~P11(x3982)+E(f6(x3981,x3981,x3982),f4(x3982))+E(x3981,f3(x3982)) % 86.25/86.42 [414]~P6(x4142)+~P50(x4142)+E(f7(x4141,x4141,x4142),f3(x4142)) % 86.25/86.42 [425]~P43(x4252)+P9(x4251,f3(x4252),x4252)+E(f5(x4251,x4252),x4251) % 86.25/86.42 [454]~P40(x4542)+E(x4541,f3(x4542))+P9(f3(a1),f15(x4541,x4542),a1) % 86.25/86.42 [457]~P57(x4571)+P9(f3(x4571),x4572,x4571)+~E(f12(x4572,x4571),f4(x4571)) % 86.25/86.42 [461]~P4(x4612)+P9(f3(x4612),f5(x4611,x4612),x4612)+E(x4611,f3(x4612)) % 86.25/86.42 [468]~P26(x4682)+~E(f11(x4681,x4681,x4682),f3(x4682))+E(x4681,f3(x4682)) % 86.25/86.42 [475]~P41(x4752)+~P10(f3(x4752),x4751,x4752)+E(x4751,f3(x4752)) % 86.25/86.42 [499]~P4(x4992)+~P8(f3(x4992),x4991,x4992)+E(f5(x4991,x4992),x4991) % 86.25/86.42 [500]~P4(x5002)+~P9(f3(x5002),x5001,x5002)+E(f5(x5001,x5002),x5001) % 86.25/86.42 [507]~P57(x5072)+~P9(f3(x5072),x5071,x5072)+E(f12(x5071,x5072),f4(x5072)) % 86.25/86.42 [510]~P4(x5102)+~P8(x5101,f3(x5102),x5102)+E(f13(x5101,x5102),f5(x5101,x5102)) % 86.25/86.42 [511]~P4(x5112)+~P9(x5111,f3(x5112),x5112)+E(f13(x5111,x5112),f5(x5111,x5112)) % 86.25/86.42 [512]~P43(x5122)+~P9(x5121,f3(x5122),x5122)+E(f13(x5121,x5122),f5(x5121,x5122)) % 86.25/86.42 [518]~P40(x5182)+E(x5181,f3(x5182))+~P8(f15(x5181,x5182),f3(a1),a1) % 86.25/86.42 [529]~P4(x5292)+~P8(f5(x5291,x5292),f3(x5292),x5292)+E(x5291,f3(x5292)) % 86.25/86.42 [614]~P24(x6142)+~P8(x6141,f3(x6142),x6142)+P8(x6141,f13(x6141,x6142),x6142) % 86.25/86.42 [615]~P26(x6152)+~P8(x6151,f3(x6152),x6152)+P8(x6151,f13(x6151,x6152),x6152) % 86.25/86.42 [616]~P57(x6162)+~P9(x6161,f3(x6162),x6162)+P9(x6161,f13(x6161,x6162),x6162) % 86.25/86.42 [617]~P24(x6172)+~P8(f3(x6172),x6171,x6172)+P8(f13(x6171,x6172),x6171,x6172) % 86.25/86.42 [618]~P26(x6182)+~P8(f3(x6182),x6181,x6182)+P8(f13(x6181,x6182),x6181,x6182) % 86.25/86.42 [627]~P23(x6271)+~P8(x6272,f3(x6271),x6271)+P8(f3(x6271),f13(x6272,x6271),x6271) % 86.25/86.42 [628]~P23(x6281)+~P9(x6282,f3(x6281),x6281)+P9(f3(x6281),f13(x6282,x6281),x6281) % 86.25/86.42 [629]~P1(x6291)+~P9(f3(x6291),x6292,x6291)+P9(f3(x6291),f8(x6292,x6291),x6291) % 86.25/86.42 [630]~P57(x6301)+~P9(f3(x6301),x6302,x6301)+P9(f3(x6301),f12(x6302,x6301),x6301) % 86.25/86.42 [631]~P1(x6312)+~P9(x6311,f3(x6312),x6312)+P9(f8(x6311,x6312),f3(x6312),x6312) % 86.25/86.42 [632]~P57(x6322)+~P9(x6321,f3(x6322),x6322)+P9(f12(x6321,x6322),f3(x6322),x6322) % 86.25/86.42 [633]~P23(x6332)+~P8(f3(x6332),x6331,x6332)+P8(f13(x6331,x6332),f3(x6332),x6332) % 86.25/86.42 [634]~P23(x6342)+~P9(f3(x6342),x6341,x6342)+P9(f13(x6341,x6342),f3(x6342),x6342) % 86.25/86.42 [637]~P24(x6372)+~P8(x6371,f13(x6371,x6372),x6372)+P8(x6371,f3(x6372),x6372) % 86.25/86.42 [638]~P26(x6382)+~P8(x6381,f13(x6381,x6382),x6382)+P8(x6381,f3(x6382),x6382) % 86.25/86.42 [639]~P57(x6392)+~P9(x6391,f13(x6391,x6392),x6392)+P9(x6391,f3(x6392),x6392) % 86.25/86.42 [640]~P24(x6401)+~P8(f13(x6402,x6401),x6402,x6401)+P8(f3(x6401),x6402,x6401) % 86.25/86.42 [641]~P26(x6411)+~P8(f13(x6412,x6411),x6412,x6411)+P8(f3(x6411),x6412,x6411) % 86.25/86.42 [657]~P23(x6572)+~P8(f3(x6572),f13(x6571,x6572),x6572)+P8(x6571,f3(x6572),x6572) % 86.25/86.42 [658]~P23(x6582)+~P9(f3(x6582),f13(x6581,x6582),x6582)+P9(x6581,f3(x6582),x6582) % 86.25/86.42 [659]~P57(x6592)+~P9(f12(x6591,x6592),f3(x6592),x6592)+P9(x6591,f3(x6592),x6592) % 86.25/86.42 [660]~P57(x6601)+~P9(f3(x6601),f12(x6602,x6601),x6601)+P9(f3(x6601),x6602,x6601) % 86.25/86.42 [661]~P23(x6611)+~P8(f13(x6612,x6611),f3(x6611),x6611)+P8(f3(x6611),x6612,x6611) % 86.25/86.42 [662]~P23(x6621)+~P9(f13(x6622,x6621),f3(x6621),x6621)+P9(f3(x6621),x6622,x6621) % 86.25/86.42 [728]~P26(x7281)+~P8(f3(x7281),x7282,x7281)+P8(f3(x7281),f11(x7282,x7282,x7281),x7281) % 86.25/86.42 [729]~P26(x7291)+~P9(f3(x7291),x7292,x7291)+P9(f3(x7291),f11(x7292,x7292,x7291),x7291) % 86.25/86.42 [730]~P26(x7302)+~P8(x7301,f3(x7302),x7302)+P8(f11(x7301,x7301,x7302),f3(x7302),x7302) % 86.25/86.42 [731]~P57(x7312)+~P9(x7311,f3(x7312),x7312)+P9(f11(x7311,x7311,x7312),f3(x7312),x7312) % 86.25/86.42 [732]~P26(x7322)+~P9(x7321,f3(x7322),x7322)+P9(f11(x7321,x7321,x7322),f3(x7322),x7322) % 86.25/86.42 [791]~P26(x7912)+~P8(f11(x7911,x7911,x7912),f3(x7912),x7912)+P8(x7911,f3(x7912),x7912) % 86.25/86.42 [792]~P57(x7922)+~P9(f11(x7921,x7921,x7922),f3(x7922),x7922)+P9(x7921,f3(x7922),x7922) % 86.25/86.42 [793]~P26(x7932)+~P9(f11(x7931,x7931,x7932),f3(x7932),x7932)+P9(x7931,f3(x7932),x7932) % 86.25/86.42 [794]~P26(x7941)+~P8(f3(x7941),f11(x7942,x7942,x7941),x7941)+P8(f3(x7941),x7942,x7941) % 86.25/86.42 [795]~P26(x7951)+~P9(f3(x7951),f11(x7952,x7952,x7951),x7951)+P9(f3(x7951),x7952,x7951) % 86.25/86.42 [799]~P9(f3(a1),x7992,a1)+~P9(f3(a1),x7991,a1)+P9(f3(a1),f10(x7991,x7992,a1),a1) % 86.25/86.42 [357]~P48(x3572)+E(x3571,f3(x3572))+E(f8(f8(x3571,x3572),x3572),x3571) % 86.25/86.42 [360]~P40(x3602)+E(x3601,f3(x3602))+E(f15(f12(x3601,x3602),x3602),f4(a1)) % 86.25/86.42 [361]~P2(x3612)+~P48(x3612)+E(f8(f8(x3611,x3612),x3612),x3611) % 86.25/86.42 [417]~P6(x4172)+~P50(x4172)+E(f11(x4171,f3(x4172),x4172),x4171) % 86.25/86.42 [422]~P2(x4222)+~P47(x4222)+E(f9(x4221,f3(x4222),x4222),f3(x4222)) % 86.25/86.42 [446]~P48(x4462)+E(x4461,f3(x4462))+E(f8(f13(x4461,x4462),x4462),f13(f8(x4461,x4462),x4462)) % 86.25/86.42 [447]~P1(x4472)+E(x4471,f3(x4472))+E(f8(f5(x4471,x4472),x4472),f5(f8(x4471,x4472),x4472)) % 86.25/86.42 [452]~P2(x4522)+~P48(x4522)+E(f8(f13(x4521,x4522),x4522),f13(f8(x4521,x4522),x4522)) % 86.25/86.42 [453]~P1(x4532)+~P2(x4532)+E(f8(f5(x4531,x4532),x4532),f5(f8(x4531,x4532),x4532)) % 86.25/86.42 [458]~P48(x4582)+E(x4581,f3(x4582))+E(f10(x4581,f8(x4581,x4582),x4582),f4(x4582)) % 86.25/86.42 [459]~P47(x4592)+E(x4591,f3(x4592))+E(f10(f8(x4591,x4592),x4591,x4592),f4(x4592)) % 86.25/86.42 [460]~P48(x4602)+E(x4601,f3(x4602))+E(f10(f8(x4601,x4602),x4601,x4602),f4(x4602)) % 86.25/86.42 [508]~P57(x5082)+P9(x5081,f3(x5082),x5082)+~E(f12(x5081,x5082),f13(f4(x5082),x5082)) % 86.25/86.42 [515]~P57(x5152)+~P9(x5151,f3(x5152),x5152)+E(f12(x5151,x5152),f13(f4(x5152),x5152)) % 86.25/86.42 [636]~P2(x6361)+~P47(x6361)+E(f9(f10(f3(x6361),x6362,x6361),x6362,x6361),f3(x6361)) % 86.25/86.42 [494]P8(x4942,x4941,x4943)+~P29(x4943)+P8(x4941,x4942,x4943) % 86.25/86.42 [497]P9(x4972,x4971,x4973)+~P29(x4973)+P8(x4971,x4972,x4973) % 86.25/86.42 [527]~P35(x5273)+~P9(x5271,x5272,x5273)+P8(x5271,x5272,x5273) % 86.25/86.42 [528]~P36(x5283)+~P9(x5281,x5282,x5283)+P8(x5281,x5282,x5283) % 86.25/86.42 [590]~P9(x5903,x5902,x5901)+~P29(x5901)+~P8(x5902,x5903,x5901) % 86.25/86.42 [592]~P9(x5923,x5922,x5921)+~P29(x5921)+~P9(x5922,x5923,x5921) % 86.25/86.42 [593]~P9(x5933,x5932,x5931)+~P35(x5931)+~P9(x5932,x5933,x5931) % 86.25/86.42 [594]~P9(x5943,x5942,x5941)+~P36(x5941)+~P8(x5942,x5943,x5941) % 86.25/86.42 [596]~P9(x5963,x5962,x5961)+~P36(x5961)+~P9(x5962,x5963,x5961) % 86.25/86.42 [693]~P8(x6931,x6933,a1)+P8(x6931,x6932,a1)+~P8(x6933,x6932,a1) % 86.25/86.42 [358]~P14(x3583)+E(x3581,x3582)+~E(f13(x3581,x3583),f13(x3582,x3583)) % 86.25/86.42 [359]~P5(x3593)+E(x3591,x3592)+~E(f13(x3591,x3593),f13(x3592,x3593)) % 86.25/86.42 [465]~P5(x4653)+E(x4651,x4652)+~E(f7(x4651,x4652,x4653),f3(x4653)) % 86.25/86.42 [466]~P13(x4663)+E(x4661,x4662)+~E(f7(x4661,x4662,x4663),f3(x4663)) % 86.25/86.42 [470]~P57(x4703)+P10(x4701,x4702,x4703)+~E(f5(x4701,x4703),f5(x4702,x4703)) % 86.25/86.42 [486]~P5(x4863)+~E(f11(x4861,x4862,x4863),f3(x4863))+E(x4861,f13(x4862,x4863)) % 86.25/86.42 [487]~P48(x4872)+~E(f10(x4871,x4873,x4872),f4(x4872))+E(f8(x4871,x4872),x4873) % 86.25/86.42 [488]~P5(x4882)+~E(f11(x4881,x4883,x4882),f3(x4882))+E(f13(x4881,x4882),x4883) % 86.25/86.42 [575]E(x5751,x5752)+~E(f10(x5753,x5751,a1),f10(x5753,x5752,a1))+E(x5753,f3(a1)) % 86.25/86.42 [576]E(x5761,x5762)+~E(f10(x5761,x5763,a1),f10(x5762,x5763,a1))+E(x5763,f3(a1)) % 86.25/86.42 [579]~P42(x5793)+~P10(x5791,x5792,x5793)+P10(x5791,f13(x5792,x5793),x5793) % 86.25/86.42 [580]~P57(x5803)+~P10(x5801,x5802,x5803)+P10(x5801,f5(x5802,x5803),x5803) % 86.25/86.42 [581]~P42(x5812)+~P10(x5811,x5813,x5812)+P10(f13(x5811,x5812),x5813,x5812) % 86.25/86.42 [582]~P57(x5822)+~P10(x5821,x5823,x5822)+P10(f5(x5821,x5822),x5823,x5822) % 86.25/86.42 [620]~P57(x6203)+P10(x6201,x6202,x6203)+~P10(x6201,f5(x6202,x6203),x6203) % 86.25/86.42 [621]~P42(x6213)+P10(x6211,x6212,x6213)+~P10(x6211,f13(x6212,x6213),x6213) % 86.25/86.42 [622]~P4(x6223)+P8(x6221,x6222,x6223)+~P8(f5(x6221,x6223),x6222,x6223) % 86.25/86.42 [623]~P57(x6233)+P9(x6231,x6232,x6233)+~P9(f5(x6231,x6233),x6232,x6233) % 86.25/86.42 [624]~P57(x6243)+P10(x6241,x6242,x6243)+~P10(f5(x6241,x6243),x6242,x6243) % 86.25/86.42 [625]~P42(x6253)+P10(x6251,x6252,x6253)+~P10(f13(x6251,x6253),x6252,x6253) % 86.25/86.42 [654]~P23(x6542)+~P8(x6543,x6541,x6542)+P8(f13(x6541,x6542),f13(x6543,x6542),x6542) % 86.25/86.42 [655]~P23(x6552)+~P9(x6553,x6551,x6552)+P9(f13(x6551,x6552),f13(x6553,x6552),x6552) % 86.25/86.42 [683]~P23(x6833)+~P8(x6832,f13(x6831,x6833),x6833)+P8(x6831,f13(x6832,x6833),x6833) % 86.25/86.42 [685]~P23(x6853)+~P9(x6852,f13(x6851,x6853),x6853)+P9(x6851,f13(x6852,x6853),x6853) % 86.25/86.42 [686]~P4(x6862)+~P8(f5(x6861,x6862),x6863,x6862)+P8(f13(x6861,x6862),x6863,x6862) % 86.25/86.42 [688]~P23(x6882)+~P8(f13(x6883,x6882),x6881,x6882)+P8(f13(x6881,x6882),x6883,x6882) % 86.25/86.42 [689]~P57(x6892)+~P9(f5(x6891,x6892),x6893,x6892)+P9(f13(x6891,x6892),x6893,x6892) % 86.25/86.42 [691]~P23(x6912)+~P9(f13(x6913,x6912),x6911,x6912)+P9(f13(x6911,x6912),x6913,x6912) % 86.25/86.42 [696]~P23(x6963)+P8(x6961,x6962,x6963)+~P8(f13(x6962,x6963),f13(x6961,x6963),x6963) % 86.25/86.42 [697]~P23(x6973)+P9(x6971,x6972,x6973)+~P9(f13(x6972,x6973),f13(x6971,x6973),x6973) % 86.25/86.42 [726]~P23(x7263)+~P8(x7261,x7262,x7263)+P8(f7(x7261,x7262,x7263),f3(x7263),x7263) % 86.25/86.42 [727]~P23(x7273)+~P9(x7271,x7272,x7273)+P9(f7(x7271,x7272,x7273),f3(x7273),x7273) % 86.25/86.42 [758]~P26(x7583)+~P8(x7581,f13(x7582,x7583),x7583)+P8(f11(x7581,x7582,x7583),f3(x7583),x7583) % 86.25/86.42 [769]~P23(x7693)+P8(x7691,x7692,x7693)+~P8(f7(x7691,x7692,x7693),f3(x7693),x7693) % 86.25/86.42 [770]~P23(x7703)+P9(x7701,x7702,x7703)+~P9(f7(x7701,x7702,x7703),f3(x7703),x7703) % 86.25/86.42 [811]~P26(x8113)+~P8(f11(x8111,x8112,x8113),f3(x8113),x8113)+P8(x8111,f13(x8112,x8113),x8113) % 86.25/86.42 [912]~P8(x9121,x9123,a1)+P8(f10(x9121,x9122,a1),f10(x9123,x9122,a1),a1)+~P9(f3(a1),x9122,a1) % 86.25/86.42 [913]~P8(x9132,x9133,a1)+P8(f10(x9131,x9132,a1),f10(x9131,x9133,a1),a1)+~P9(f3(a1),x9131,a1) % 86.25/86.42 [914]~P9(x9141,x9143,a1)+P9(f10(x9141,x9142,a1),f10(x9143,x9142,a1),a1)+~P9(f3(a1),x9142,a1) % 86.25/86.42 [915]~P9(x9152,x9153,a1)+P9(f10(x9151,x9152,a1),f10(x9151,x9153,a1),a1)+~P9(f3(a1),x9151,a1) % 86.25/86.42 [1023]P8(x10231,x10232,a1)+~P8(f10(x10233,x10231,a1),f10(x10233,x10232,a1),a1)+~P9(f3(a1),x10233,a1) % 86.25/86.42 [1024]P8(x10241,x10242,a1)+~P8(f10(x10241,x10243,a1),f10(x10242,x10243,a1),a1)+~P9(f3(a1),x10243,a1) % 86.25/86.42 [1025]P9(x10251,x10252,a1)+~P9(f10(x10251,x10253,a1),f10(x10252,x10253,a1),a1)+~P9(f3(a1),x10253,a1) % 86.25/86.42 [484]~P7(x4842)+E(x4841,f3(x4842))+~E(f16(x4841,x4843,x4842),f3(f27(x4842))) % 86.25/86.42 [506]~P7(x5062)+~E(f16(x5063,x5061,x5062),f3(f27(x5062)))+E(x5061,f3(f27(x5062))) % 86.25/86.42 [578]~P47(x5782)+E(x5781,f3(x5782))+E(f9(f13(x5783,x5782),f13(x5781,x5782),x5782),f9(x5783,x5781,x5782)) % 86.25/86.42 [585]~P11(x5852)+E(x5851,f3(x5852))+E(f6(f10(x5853,x5851,x5852),x5851,x5852),x5853) % 86.25/86.42 [586]~P47(x5862)+E(x5861,f3(x5862))+E(f9(f10(x5863,x5861,x5862),x5861,x5862),x5863) % 86.25/86.42 [587]~P11(x5872)+E(x5871,f3(x5872))+E(f6(f10(x5871,x5873,x5872),x5871,x5872),x5873) % 86.25/86.42 [588]~P2(x5882)+~P47(x5882)+E(f9(f13(x5881,x5882),f13(x5883,x5882),x5882),f9(x5881,x5883,x5882)) % 86.25/86.42 [626]~P2(x6263)+~P47(x6263)+E(f8(f9(x6261,x6262,x6263),x6263),f9(x6262,x6261,x6263)) % 86.25/86.42 [681]~P47(x6812)+E(x6811,f3(x6812))+E(f9(x6813,f13(x6811,x6812),x6812),f13(f9(x6813,x6811,x6812),x6812)) % 86.25/86.42 [692]~P2(x6923)+~P47(x6923)+E(f9(x6921,f13(x6922,x6923),x6923),f13(f9(x6921,x6922,x6923),x6923)) % 86.25/86.42 [714]~P1(x7142)+E(x7141,f3(x7142))+E(f9(f5(x7143,x7142),f5(x7141,x7142),x7142),f5(f9(x7143,x7141,x7142),x7142)) % 86.25/86.42 [715]~P2(x7152)+~P47(x7152)+E(f10(f8(x7151,x7152),f8(x7153,x7152),x7152),f8(f10(x7151,x7153,x7152),x7152)) % 86.25/86.42 [716]~P1(x7162)+~P2(x7162)+E(f9(f5(x7161,x7162),f5(x7163,x7162),x7162),f5(f9(x7161,x7163,x7162),x7162)) % 86.25/86.42 [724]~P11(x7243)+~P10(x7241,x7242,x7243)+E(f10(x7241,f6(x7242,x7241,x7243),x7243),x7242) % 86.25/86.42 [725]~P11(x7253)+~P10(x7252,x7251,x7253)+E(f10(f6(x7251,x7252,x7253),x7252,x7253),x7251) % 86.25/86.42 [743]~P12(x7433)+~P10(x7432,x7431,x7433)+E(f6(x7431,f13(x7432,x7433),x7433),f13(f6(x7431,x7432,x7433),x7433)) % 86.25/86.42 [744]~P12(x7442)+~P10(x7443,x7441,x7442)+E(f6(f13(x7441,x7442),x7443,x7442),f13(f6(x7441,x7443,x7442),x7442)) % 86.25/86.42 [760]~P57(x7602)+~P8(f3(x7602),x7603,x7602)+E(f10(f5(x7601,x7602),x7603,x7602),f5(f10(x7601,x7603,x7602),x7602)) % 86.25/86.42 [801]~P11(x8012)+E(x8011,f3(x8012))+E(f6(f11(x8013,x8011,x8012),x8011,x8012),f11(f6(x8013,x8011,x8012),f4(x8012),x8012)) % 86.25/86.42 [802]~P11(x8022)+E(x8021,f3(x8022))+E(f6(f11(x8021,x8023,x8022),x8021,x8022),f11(f6(x8023,x8021,x8022),f4(x8022),x8022)) % 86.25/86.42 [932]~P59(x9322)+E(x9321,f3(x9322))+~E(f11(f10(x9323,x9323,x9322),f10(x9321,x9321,x9322),x9322),f3(x9322)) % 86.25/86.42 [933]~P59(x9332)+E(x9331,f3(x9332))+~E(f11(f10(x9331,x9331,x9332),f10(x9333,x9333,x9332),x9332),f3(x9332)) % 86.25/86.42 [934]E(x9341,f3(a1))+~P8(x9342,f3(a1),a1)+~P8(f5(x9341,a1),f10(x9342,f5(x9343,a1),a1),a1) % 86.25/86.42 [1060]~P59(x10602)+E(x10601,f3(x10602))+P9(f3(x10602),f11(f10(x10603,x10603,x10602),f10(x10601,x10601,x10602),x10602),x10602) % 86.25/86.42 [1061]~P59(x10612)+E(x10611,f3(x10612))+P9(f3(x10612),f11(f10(x10611,x10611,x10612),f10(x10613,x10613,x10612),x10612),x10612) % 86.25/86.42 [1110]~P59(x11102)+E(x11101,f3(x11102))+~P8(f11(f10(x11103,x11103,x11102),f10(x11101,x11101,x11102),x11102),f3(x11102),x11102) % 86.25/86.42 [1111]~P59(x11112)+E(x11111,f3(x11112))+~P8(f11(f10(x11111,x11111,x11112),f10(x11113,x11113,x11112),x11112),f3(x11112),x11112) % 86.25/86.42 [1086]~P1(x10863)+~P9(x10861,x10862,x10863)+P9(x10861,f9(f11(x10861,x10862,x10863),f11(f4(x10863),f4(x10863),x10863),x10863),x10863) % 86.25/86.42 [1087]~P1(x10873)+~P9(x10871,x10872,x10873)+P9(f9(f11(x10871,x10872,x10873),f11(f4(x10873),f4(x10873),x10873),x10873),x10872,x10873) % 86.25/86.42 [1112]~P8(f36(x11122,a32,x11121),f15(x11123,a2),a1)+P8(x11121,f15(f17(f16(x11122,a32,a2),x11123,a2),a2),a1)+E(f3(f27(a2)),a32) % 86.25/86.42 [1113]~P8(f37(x11132,a32,x11131),f15(x11133,a2),a1)+P8(x11131,f15(f17(f16(x11132,a32,a2),x11133,a2),a2),a1)+E(f3(f27(a2)),a32) % 86.25/86.42 [598]~P13(x5984)+E(x5981,x5982)+~E(f7(x5983,x5983,x5984),f7(x5981,x5982,x5984)) % 86.25/86.42 [599]~P16(x5994)+E(x5991,x5992)+~E(f11(x5993,x5991,x5994),f11(x5993,x5992,x5994)) % 86.25/86.42 [600]~P17(x6004)+E(x6001,x6002)+~E(f11(x6003,x6001,x6004),f11(x6003,x6002,x6004)) % 86.25/86.42 [601]~P16(x6014)+E(x6011,x6012)+~E(f11(x6011,x6013,x6014),f11(x6012,x6013,x6014)) % 86.25/86.42 [603]~P13(x6033)+E(x6031,x6032)+~E(f7(x6031,x6032,x6033),f7(x6034,x6034,x6033)) % 86.25/86.42 [722]~P41(x7224)+~P10(x7221,x7223,x7224)+P10(x7221,f10(x7222,x7223,x7224),x7224) % 86.25/86.42 [723]~P41(x7234)+~P10(x7231,x7232,x7234)+P10(x7231,f10(x7232,x7233,x7234),x7234) % 86.25/86.42 [763]~P41(x7633)+P10(x7631,x7632,x7633)+~P10(f10(x7634,x7631,x7633),x7632,x7633) % 86.25/86.42 [764]~P41(x7643)+P10(x7641,x7642,x7643)+~P10(f10(x7641,x7644,x7643),x7642,x7643) % 86.25/86.42 [820]~P31(x8203)+~P8(x8201,x8204,x8203)+P8(f11(x8201,x8202,x8203),f11(x8204,x8202,x8203),x8203) % 86.25/86.42 [821]~P32(x8213)+~P8(x8211,x8214,x8213)+P8(f11(x8211,x8212,x8213),f11(x8214,x8212,x8213),x8213) % 86.25/86.42 [822]~P31(x8223)+~P8(x8222,x8224,x8223)+P8(f11(x8221,x8222,x8223),f11(x8221,x8224,x8223),x8223) % 86.25/86.42 [823]~P32(x8233)+~P8(x8232,x8234,x8233)+P8(f11(x8231,x8232,x8233),f11(x8231,x8234,x8233),x8233) % 86.25/86.42 [824]~P30(x8243)+~P9(x8241,x8244,x8243)+P9(f11(x8241,x8242,x8243),f11(x8244,x8242,x8243),x8243) % 86.25/86.42 [825]~P31(x8253)+~P9(x8251,x8254,x8253)+P9(f11(x8251,x8252,x8253),f11(x8254,x8252,x8253),x8253) % 86.25/86.42 [826]~P30(x8263)+~P9(x8262,x8264,x8263)+P9(f11(x8261,x8262,x8263),f11(x8261,x8264,x8263),x8263) % 86.25/86.42 [827]~P31(x8273)+~P9(x8272,x8274,x8273)+P9(f11(x8271,x8272,x8273),f11(x8271,x8274,x8273),x8273) % 86.25/86.42 [828]~P50(x8283)+~P10(x8281,x8284,x8283)+P10(f10(x8281,x8282,x8283),f10(x8284,x8282,x8283),x8283) % 86.25/86.42 [829]~P50(x8293)+~P10(x8292,x8294,x8293)+P10(f10(x8291,x8292,x8293),f10(x8291,x8294,x8293),x8293) % 86.25/86.42 [970]~P31(x9703)+P8(x9701,x9702,x9703)+~P8(f11(x9704,x9701,x9703),f11(x9704,x9702,x9703),x9703) % 86.25/86.42 [971]~P31(x9713)+P8(x9711,x9712,x9713)+~P8(f11(x9711,x9714,x9713),f11(x9712,x9714,x9713),x9713) % 86.25/86.42 [972]~P31(x9723)+P9(x9721,x9722,x9723)+~P9(f11(x9724,x9721,x9723),f11(x9724,x9722,x9723),x9723) % 86.25/86.42 [973]~P31(x9733)+P9(x9731,x9732,x9733)+~P9(f11(x9731,x9734,x9733),f11(x9732,x9734,x9733),x9733) % 86.25/86.42 [736]~P13(x7363)+E(x7361,f13(x7362,x7363))+~E(f11(x7361,f11(x7364,x7362,x7363),x7363),x7364) % 86.25/86.42 [796]~P11(x7962)+E(x7961,f3(x7962))+E(f6(f10(x7963,x7961,x7962),f10(x7964,x7961,x7962),x7962),f6(x7963,x7964,x7962)) % 86.25/86.42 [797]~P11(x7972)+E(x7971,f3(x7972))+E(f6(f10(x7971,x7973,x7972),f10(x7971,x7974,x7972),x7972),f6(x7973,x7974,x7972)) % 86.25/86.42 [798]~P2(x7983)+~P47(x7983)+E(f9(f10(x7981,x7982,x7983),x7984,x7983),f10(f9(x7981,x7984,x7983),x7982,x7983)) % 86.25/86.42 [902]~P11(x9023)+~P10(x9024,x9021,x9023)+E(f6(f10(x9021,x9022,x9023),x9024,x9023),f10(f6(x9021,x9024,x9023),x9022,x9023)) % 86.25/86.42 [969]~P25(x9694)+~P8(f11(x9691,x9693,x9694),x9692,x9694)+P8(x9691,f11(x9692,f5(x9693,x9694),x9694),x9694) % 86.25/86.42 [1020]~P6(x10203)+~P50(x10203)+E(f11(f10(x10201,x10202,x10203),f10(x10201,x10204,x10203),x10203),f11(f10(x10201,x10204,x10203),f10(x10201,x10202,x10203),x10203)) % 86.25/86.42 [1063]~P57(x10634)+P9(x10631,f11(x10632,x10633,x10634),x10634)+~P9(f5(f7(x10631,x10632,x10634),x10634),x10633,x10634) % 86.25/86.42 [1064]~P57(x10643)+P9(f7(x10641,x10642,x10643),x10644,x10643)+~P9(f5(f7(x10644,x10641,x10643),x10643),x10642,x10643) % 86.25/86.42 [1016]~P11(x10162)+E(x10161,f3(x10162))+E(f6(f11(x10163,f10(x10164,x10161,x10162),x10162),x10161,x10162),f11(x10164,f6(x10163,x10161,x10162),x10162)) % 86.25/86.42 [1017]~P11(x10172)+E(x10171,f3(x10172))+E(f6(f11(x10173,f10(x10171,x10174,x10172),x10172),x10171,x10172),f11(x10174,f6(x10173,x10171,x10172),x10172)) % 86.25/86.42 [597]~P7(x5974)+E(x5971,x5972)+~E(f16(x5973,x5971,x5974),f16(x5975,x5972,x5974)) % 86.25/86.42 [602]~P7(x6024)+E(x6021,x6022)+~E(f16(x6021,x6023,x6024),f16(x6022,x6025,x6024)) % 86.25/86.42 [901]~P13(x9013)+E(f11(x9011,x9012,x9013),x9014)+~E(f11(x9011,f11(x9015,x9012,x9013),x9013),f11(x9015,x9014,x9013)) % 86.25/86.42 [1018]~P2(x10183)+~P47(x10183)+E(f9(f10(x10181,x10182,x10183),f10(x10184,x10185,x10183),x10183),f10(f9(x10181,x10184,x10183),f9(x10182,x10185,x10183),x10183)) % 86.25/86.42 [1106]~P60(x11064)+~E(f11(f10(x11063,x11065,x11064),x11061,x11064),f11(f10(x11062,x11065,x11064),x11066,x11064))+E(x11061,f11(f10(f7(x11062,x11063,x11064),x11065,x11064),x11066,x11064)) % 86.25/86.42 [1107]~P60(x11073)+~E(f11(f10(x11071,x11074,x11073),x11075,x11073),f11(f10(x11072,x11074,x11073),x11076,x11073))+E(f11(f10(f7(x11071,x11072,x11073),x11074,x11073),x11075,x11073),x11076) % 86.25/86.42 [1122]~P65(x11224)+~P8(f11(f10(x11223,x11225,x11224),x11221,x11224),f11(f10(x11222,x11225,x11224),x11226,x11224),x11224)+P8(x11221,f11(f10(f7(x11222,x11223,x11224),x11225,x11224),x11226,x11224),x11224) % 86.25/86.42 [1123]~P65(x11234)+~P9(f11(f10(x11233,x11235,x11234),x11231,x11234),f11(f10(x11232,x11235,x11234),x11236,x11234),x11234)+P9(x11231,f11(f10(f7(x11232,x11233,x11234),x11235,x11234),x11236,x11234),x11234) % 86.25/86.42 [1124]~P65(x11243)+~P8(f11(f10(x11241,x11244,x11243),x11245,x11243),f11(f10(x11242,x11244,x11243),x11246,x11243),x11243)+P8(f11(f10(f7(x11241,x11242,x11243),x11244,x11243),x11245,x11243),x11246,x11243) % 86.25/86.42 [1125]~P65(x11253)+~P9(f11(f10(x11251,x11254,x11253),x11255,x11253),f11(f10(x11252,x11254,x11253),x11256,x11253),x11253)+P9(f11(f10(f7(x11251,x11252,x11253),x11254,x11253),x11255,x11253),x11256,x11253) % 86.25/86.42 [1126]~P65(x11263)+P8(f11(f10(x11261,x11262,x11263),x11264,x11263),f11(f10(x11265,x11262,x11263),x11266,x11263),x11263)+~P8(x11264,f11(f10(f7(x11265,x11261,x11263),x11262,x11263),x11266,x11263),x11263) % 86.25/86.42 [1127]~P65(x11273)+P9(f11(f10(x11271,x11272,x11273),x11274,x11273),f11(f10(x11275,x11272,x11273),x11276,x11273),x11273)+~P9(x11274,f11(f10(f7(x11275,x11271,x11273),x11272,x11273),x11276,x11273),x11273) % 86.25/86.42 [1128]~P65(x11283)+P8(f11(f10(x11281,x11282,x11283),x11284,x11283),f11(f10(x11285,x11282,x11283),x11286,x11283),x11283)+~P8(f11(f10(f7(x11281,x11285,x11283),x11282,x11283),x11284,x11283),x11286,x11283) % 86.25/86.42 [1129]~P65(x11293)+P9(f11(f10(x11291,x11292,x11293),x11294,x11293),f11(f10(x11295,x11292,x11293),x11296,x11293),x11293)+~P9(f11(f10(f7(x11291,x11295,x11293),x11292,x11293),x11294,x11293),x11296,x11293) % 86.25/86.42 [356]~P2(x3562)+~P47(x3562)+~E(f8(x3561,x3562),f4(x3562))+E(x3561,f4(x3562)) % 86.25/86.42 [441]~P29(x4412)+~P25(x4412)+P9(x4411,f3(x4412),x4412)+E(f5(x4411,x4412),x4411) % 86.25/86.42 [509]~P58(x5092)+~P9(f3(x5092),x5091,x5092)+E(f12(x5091,x5092),f4(x5092))+E(x5091,f3(x5092)) % 86.25/86.42 [516]~P29(x5162)+~P25(x5162)+~P9(x5161,f3(x5162),x5162)+E(f13(x5161,x5162),f5(x5161,x5162)) % 86.25/86.42 [645]~P1(x6451)+~P2(x6451)+~P8(f3(x6451),x6452,x6451)+P8(f3(x6451),f8(x6452,x6451),x6451) % 86.25/86.42 [647]~P1(x6472)+~P2(x6472)+~P8(x6471,f3(x6472),x6472)+P8(f8(x6471,x6472),f3(x6472),x6472) % 86.25/86.42 [648]~P1(x6482)+~P2(x6482)+~P8(x6481,f3(x6482),x6482)+P8(f8(x6481,x6482),f4(x6482),x6482) % 86.25/86.42 [650]~P1(x6502)+~P2(x6502)+~P8(x6501,f3(x6502),x6502)+P9(f8(x6501,x6502),f4(x6502),x6502) % 86.25/86.42 [651]~P1(x6512)+~P2(x6512)+~P8(f4(x6512),x6511,x6512)+P8(f8(x6511,x6512),f4(x6512),x6512) % 86.25/86.42 [652]~P1(x6522)+~P2(x6522)+~P9(f4(x6522),x6521,x6522)+P9(f8(x6521,x6522),f4(x6522),x6522) % 86.25/86.42 [671]~P1(x6712)+~P9(f8(x6711,x6712),f3(x6712),x6712)+P9(x6711,f3(x6712),x6712)+E(x6711,f3(x6712)) % 86.25/86.42 [672]~P1(x6722)+~P9(f3(x6722),f8(x6721,x6722),x6722)+P9(f3(x6722),x6721,x6722)+E(x6721,f3(x6722)) % 86.25/86.42 [673]~P1(x6732)+~P2(x6732)+~P8(f4(x6732),f8(x6731,x6732),x6732)+P8(x6731,f4(x6732),x6732) % 86.25/86.42 [674]~P1(x6742)+~P2(x6742)+~P9(f4(x6742),f8(x6741,x6742),x6742)+P9(x6741,f4(x6742),x6742) % 86.25/86.42 [675]~P1(x6752)+~P2(x6752)+~P8(f8(x6751,x6752),f3(x6752),x6752)+P8(x6751,f3(x6752),x6752) % 86.25/86.42 [676]~P1(x6762)+~P2(x6762)+~P9(f8(x6761,x6762),f3(x6762),x6762)+P9(x6761,f3(x6762),x6762) % 86.25/86.42 [677]~P1(x6771)+~P2(x6771)+~P8(f3(x6771),f8(x6772,x6771),x6771)+P8(f3(x6771),x6772,x6771) % 86.25/86.42 [678]~P1(x6781)+~P2(x6781)+~P8(f4(x6781),f8(x6782,x6781),x6781)+P9(f3(x6781),x6782,x6781) % 86.25/86.42 [679]~P1(x6791)+~P2(x6791)+~P9(f3(x6791),f8(x6792,x6791),x6791)+P9(f3(x6791),x6792,x6791) % 86.25/86.42 [680]~P1(x6801)+~P2(x6801)+~P9(f4(x6801),f8(x6802,x6801),x6801)+P9(f3(x6801),x6802,x6801) % 86.25/86.42 [474]~P58(x4742)+P9(f3(x4742),x4741,x4742)+E(x4741,f3(x4742))+E(f12(x4741,x4742),f13(f4(x4742),x4742)) % 86.25/86.42 [737]~P1(x7371)+~P2(x7371)+~P8(f3(x7371),x7372,x7371)+P8(f3(x7371),f9(f4(x7371),x7372,x7371),x7371) % 86.25/86.42 [738]~P1(x7381)+~P2(x7381)+~P9(f3(x7381),x7382,x7381)+P9(f3(x7381),f9(f4(x7381),x7382,x7381),x7381) % 86.25/86.42 [739]~P1(x7391)+~P2(x7391)+~P8(x7392,f3(x7391),x7391)+P8(f9(f4(x7391),x7392,x7391),f3(x7391),x7391) % 86.25/86.42 [740]~P1(x7401)+~P2(x7401)+~P9(x7402,f3(x7401),x7401)+P9(f9(f4(x7401),x7402,x7401),f3(x7401),x7401) % 86.25/86.42 [812]~P1(x8122)+~P2(x8122)+P8(x8121,f3(x8122),x8122)+~P8(f9(f4(x8122),x8121,x8122),f3(x8122),x8122) % 86.25/86.42 [813]~P1(x8132)+~P2(x8132)+P9(x8131,f3(x8132),x8132)+~P9(f9(f4(x8132),x8131,x8132),f3(x8132),x8132) % 86.25/86.42 [814]~P1(x8141)+~P2(x8141)+P8(f3(x8141),x8142,x8141)+~P8(f3(x8141),f9(f4(x8141),x8142,x8141),x8141) % 86.25/86.42 [815]~P1(x8151)+~P2(x8151)+P9(f3(x8151),x8152,x8151)+~P9(f3(x8151),f9(f4(x8151),x8152,x8151),x8151) % 86.25/86.42 [501]P9(x5011,x5012,x5013)+~P57(x5013)+E(x5011,x5012)+P9(x5012,x5011,x5013) % 86.25/86.42 [505]P9(x5051,x5052,x5053)+~P29(x5053)+E(x5051,x5052)+P9(x5052,x5051,x5053) % 86.25/86.42 [534]~P29(x5343)+~P8(x5341,x5342,x5343)+E(x5341,x5342)+P9(x5341,x5342,x5343) % 86.25/86.42 [540]~P35(x5403)+~P8(x5401,x5402,x5403)+E(x5401,x5402)+P9(x5401,x5402,x5403) % 86.25/86.42 [607]~P8(x6072,x6071,x6073)+~P8(x6071,x6072,x6073)+E(x6071,x6072)+~P35(x6073) % 86.25/86.42 [656]P9(x6562,x6561,x6563)+~P36(x6563)+~P8(x6562,x6561,x6563)+P8(x6561,x6562,x6563) % 86.25/86.42 [363]~P2(x3633)+~P48(x3633)+E(x3631,x3632)+~E(f8(x3631,x3633),f8(x3632,x3633)) % 86.25/86.42 [472]~P47(x4723)+E(x4721,x4722)+~E(f9(x4721,x4722,x4723),f4(x4723))+E(x4722,f3(x4723)) % 86.25/86.42 [473]~P6(x4732)+~P50(x4732)+~E(f11(x4733,x4731,x4732),x4733)+E(x4731,f3(x4732)) % 86.25/86.42 [476]~P6(x4763)+~P50(x4763)+E(x4761,x4762)+~E(f7(x4761,x4762,x4763),f3(x4763)) % 86.25/86.42 [478]~P55(x4782)+~E(f10(x4783,x4781,x4782),f3(x4782))+E(x4781,f3(x4782))+E(x4783,f3(x4782)) % 86.25/86.42 [479]~P68(x4792)+~E(f10(x4793,x4791,x4792),f3(x4792))+E(x4791,f3(x4792))+E(x4793,f3(x4792)) % 86.25/86.42 [644]~P50(x6443)+E(x6441,x6442)+~E(f10(x6441,x6441,x6443),f10(x6442,x6442,x6443))+E(x6441,f13(x6442,x6443)) % 86.25/86.42 [745]~P1(x7452)+~P8(x7453,x7451,x7452)+~P9(x7451,f3(x7452),x7452)+P8(f8(x7451,x7452),f8(x7453,x7452),x7452) % 86.25/86.42 [746]~P1(x7462)+~P9(x7463,x7461,x7462)+~P9(x7461,f3(x7462),x7462)+P9(f8(x7461,x7462),f8(x7463,x7462),x7462) % 86.25/86.42 [747]~P1(x7472)+~P8(x7473,x7471,x7472)+~P9(f3(x7472),x7473,x7472)+P8(f8(x7471,x7472),f8(x7473,x7472),x7472) % 86.25/86.42 [748]~P1(x7482)+~P9(x7483,x7481,x7482)+~P9(f3(x7482),x7483,x7482)+P9(f8(x7481,x7482),f8(x7483,x7482),x7482) % 86.25/86.42 [756]~P4(x7562)+~P8(x7561,x7563,x7562)+~P8(f13(x7561,x7562),x7563,x7562)+P8(f5(x7561,x7562),x7563,x7562) % 86.25/86.42 [757]~P57(x7572)+~P9(x7571,x7573,x7572)+~P9(f13(x7571,x7572),x7573,x7572)+P9(f5(x7571,x7572),x7573,x7572) % 86.25/86.42 [771]~P1(x7713)+P8(x7711,x7712,x7713)+~P9(x7711,f3(x7713),x7713)+~P8(f8(x7712,x7713),f8(x7711,x7713),x7713) % 86.25/86.42 [772]~P1(x7723)+P9(x7721,x7722,x7723)+~P9(x7721,f3(x7723),x7723)+~P9(f8(x7722,x7723),f8(x7721,x7723),x7723) % 86.25/86.42 [773]~P1(x7733)+P8(x7731,x7732,x7733)+~P9(f3(x7733),x7732,x7733)+~P8(f8(x7732,x7733),f8(x7731,x7733),x7733) % 86.25/86.42 [774]~P1(x7743)+P9(x7741,x7742,x7743)+~P9(f3(x7743),x7742,x7743)+~P9(f8(x7742,x7743),f8(x7741,x7743),x7743) % 86.25/86.42 [830]~P1(x8301)+~P8(x8302,f3(x8301),x8301)+~P9(x8303,f3(x8301),x8301)+P8(f3(x8301),f9(x8302,x8303,x8301),x8301) % 86.25/86.42 [831]~P59(x8311)+~P8(x8313,f3(x8311),x8311)+~P8(x8312,f3(x8311),x8311)+P8(f3(x8311),f10(x8312,x8313,x8311),x8311) % 86.25/86.42 [833]~P65(x8331)+~P8(x8333,f3(x8331),x8331)+~P8(x8332,f3(x8331),x8331)+P8(f3(x8331),f10(x8332,x8333,x8331),x8331) % 86.25/86.42 [834]~P1(x8341)+~P9(x8343,f3(x8341),x8341)+~P9(x8342,f3(x8341),x8341)+P9(f3(x8341),f9(x8342,x8343,x8341),x8341) % 86.25/86.42 [835]~P59(x8351)+~P9(x8353,f3(x8351),x8351)+~P9(x8352,f3(x8351),x8351)+P9(f3(x8351),f10(x8352,x8353,x8351),x8351) % 86.25/86.42 [836]~P1(x8361)+~P8(f3(x8361),x8362,x8361)+~P9(f3(x8361),x8363,x8361)+P8(f3(x8361),f9(x8362,x8363,x8361),x8361) % 86.25/86.42 [837]~P59(x8371)+~P8(f3(x8371),x8373,x8371)+~P8(f3(x8371),x8372,x8371)+P8(f3(x8371),f10(x8372,x8373,x8371),x8371) % 86.25/86.42 [838]~P65(x8381)+~P8(f3(x8381),x8383,x8381)+~P8(f3(x8381),x8382,x8381)+P8(f3(x8381),f10(x8382,x8383,x8381),x8381) % 86.25/86.42 [839]~P66(x8391)+~P8(f3(x8391),x8393,x8391)+~P8(f3(x8391),x8392,x8391)+P8(f3(x8391),f10(x8392,x8393,x8391),x8391) % 86.25/86.42 [840]~P33(x8401)+~P8(f3(x8401),x8403,x8401)+~P8(f3(x8401),x8402,x8401)+P8(f3(x8401),f11(x8402,x8403,x8401),x8401) % 86.25/86.42 [841]~P1(x8411)+~P9(f3(x8411),x8413,x8411)+~P9(f3(x8411),x8412,x8411)+P9(f3(x8411),f9(x8412,x8413,x8411),x8411) % 86.25/86.42 [842]~P61(x8421)+~P9(f3(x8421),x8423,x8421)+~P9(f3(x8421),x8422,x8421)+P9(f3(x8421),f10(x8422,x8423,x8421),x8421) % 86.25/86.42 [843]~P33(x8431)+~P8(f3(x8431),x8433,x8431)+~P9(f3(x8431),x8432,x8431)+P9(f3(x8431),f11(x8432,x8433,x8431),x8431) % 86.25/86.42 [844]~P33(x8441)+~P8(f3(x8441),x8442,x8441)+~P9(f3(x8441),x8443,x8441)+P9(f3(x8441),f11(x8442,x8443,x8441),x8441) % 86.25/86.42 [845]~P33(x8451)+~P9(f3(x8451),x8453,x8451)+~P9(f3(x8451),x8452,x8451)+P9(f3(x8451),f11(x8452,x8453,x8451),x8451) % 86.25/86.42 [846]~P62(x8461)+~P9(f4(x8461),x8463,x8461)+~P9(f4(x8461),x8462,x8461)+P9(f4(x8461),f10(x8462,x8463,x8461),x8461) % 86.25/86.42 [847]~P33(x8473)+~P8(x8472,f3(x8473),x8473)+~P8(x8471,f3(x8473),x8473)+P8(f11(x8471,x8472,x8473),f3(x8473),x8473) % 86.25/86.42 [848]~P33(x8483)+~P8(x8482,f3(x8483),x8483)+~P9(x8481,f3(x8483),x8483)+P9(f11(x8481,x8482,x8483),f3(x8483),x8483) % 86.25/86.42 [849]~P33(x8493)+~P8(x8491,f3(x8493),x8493)+~P9(x8492,f3(x8493),x8493)+P9(f11(x8491,x8492,x8493),f3(x8493),x8493) % 86.25/86.42 [850]~P33(x8503)+~P9(x8502,f3(x8503),x8503)+~P9(x8501,f3(x8503),x8503)+P9(f11(x8501,x8502,x8503),f3(x8503),x8503) % 86.25/86.42 [851]~P1(x8513)+~P8(x8511,f3(x8513),x8513)+~P9(f3(x8513),x8512,x8513)+P8(f9(x8511,x8512,x8513),f3(x8513),x8513) % 86.25/86.42 [852]~P1(x8523)+~P9(x8522,f3(x8523),x8523)+~P8(f3(x8523),x8521,x8523)+P8(f9(x8521,x8522,x8523),f3(x8523),x8523) % 86.25/86.42 [853]~P59(x8533)+~P8(x8532,f3(x8533),x8533)+~P8(f3(x8533),x8531,x8533)+P8(f10(x8531,x8532,x8533),f3(x8533),x8533) % 86.25/86.42 [854]~P59(x8543)+~P8(x8541,f3(x8543),x8543)+~P8(f3(x8543),x8542,x8543)+P8(f10(x8541,x8542,x8543),f3(x8543),x8543) % 86.25/86.42 [856]~P66(x8563)+~P8(x8562,f3(x8563),x8563)+~P8(f3(x8563),x8561,x8563)+P8(f10(x8561,x8562,x8563),f3(x8563),x8563) % 86.25/86.42 [859]~P66(x8593)+~P8(x8591,f3(x8593),x8593)+~P8(f3(x8593),x8592,x8593)+P8(f10(x8591,x8592,x8593),f3(x8593),x8593) % 86.25/86.42 [860]~P1(x8603)+~P9(x8602,f3(x8603),x8603)+~P9(f3(x8603),x8601,x8603)+P9(f9(x8601,x8602,x8603),f3(x8603),x8603) % 86.25/86.42 [861]~P1(x8613)+~P9(x8611,f3(x8613),x8613)+~P9(f3(x8613),x8612,x8613)+P9(f9(x8611,x8612,x8613),f3(x8613),x8613) % 86.25/86.42 [862]~P61(x8623)+~P9(x8622,f3(x8623),x8623)+~P9(f3(x8623),x8621,x8623)+P9(f10(x8621,x8622,x8623),f3(x8623),x8623) % 86.25/86.42 [864]~P61(x8643)+~P9(x8641,f3(x8643),x8643)+~P9(f3(x8643),x8642,x8643)+P9(f10(x8641,x8642,x8643),f3(x8643),x8643) % 86.25/86.42 [873]~P59(x8732)+~P8(f10(x8733,x8731,x8732),f3(x8732),x8732)+P8(x8731,f3(x8732),x8732)+P8(x8733,f3(x8732),x8732) % 86.25/86.42 [874]~P59(x8742)+~P8(f3(x8742),f10(x8743,x8741,x8742),x8742)+P8(x8741,f3(x8742),x8742)+P8(f3(x8742),x8743,x8742) % 86.25/86.42 [875]~P59(x8752)+~P8(f3(x8752),f10(x8751,x8753,x8752),x8752)+P8(x8751,f3(x8752),x8752)+P8(f3(x8752),x8753,x8752) % 86.25/86.42 [876]~P59(x8762)+~P8(f3(x8762),f10(x8763,x8761,x8762),x8762)+P8(x8761,f3(x8762),x8762)+P8(f3(x8762),x8761,x8762) % 86.25/86.42 [877]~P59(x8772)+~P8(f3(x8772),f10(x8771,x8773,x8772),x8772)+P8(x8771,f3(x8772),x8772)+P8(f3(x8772),x8771,x8772) % 86.25/86.42 [878]~P59(x8782)+~P8(f10(x8783,x8781,x8782),f3(x8782),x8782)+P8(x8781,f3(x8782),x8782)+P8(f3(x8782),x8781,x8782) % 86.25/86.42 [879]~P59(x8792)+~P8(f10(x8791,x8793,x8792),f3(x8792),x8792)+P8(x8791,f3(x8792),x8792)+P8(f3(x8792),x8791,x8792) % 86.25/86.42 [880]~P59(x8801)+~P8(f10(x8802,x8803,x8801),f3(x8801),x8801)+P8(f3(x8801),x8802,x8801)+P8(f3(x8801),x8803,x8801) % 86.25/86.42 [909]~P61(x9091)+~P9(f3(x9091),f10(x9093,x9092,x9091),x9091)+P9(f3(x9091),x9092,x9091)+~P9(f3(x9091),x9093,x9091) % 86.25/86.42 [910]~P61(x9101)+~P9(f3(x9101),f10(x9102,x9103,x9101),x9101)+P9(f3(x9101),x9102,x9101)+~P9(f3(x9101),x9103,x9101) % 86.25/86.42 [611]~P2(x6112)+~P47(x6112)+E(x6111,f3(x6112))+E(f10(f9(x6113,x6111,x6112),x6111,x6112),x6113) % 86.25/86.42 [718]~P48(x7182)+E(x7181,f3(x7182))+E(x7183,f3(x7182))+E(f10(f8(x7181,x7182),f8(x7183,x7182),x7182),f8(f10(x7183,x7181,x7182),x7182)) % 86.25/86.42 [762]~P1(x7622)+~P2(x7622)+~P9(f3(x7622),x7623,x7622)+E(f9(f5(x7621,x7622),x7623,x7622),f5(f9(x7621,x7623,x7622),x7622)) % 86.25/86.42 [905]~P64(x9052)+~P8(x9053,f3(x9052),x9052)+~P8(x9051,f3(x9052),x9052)+E(f10(f5(x9051,x9052),f5(x9053,x9052),x9052),f5(f10(x9051,x9053,x9052),x9052)) % 86.25/86.42 [906]~P64(x9062)+~P8(x9063,f3(x9062),x9062)+~P8(f3(x9062),x9061,x9062)+E(f10(f5(x9061,x9062),f5(x9063,x9062),x9062),f5(f10(x9061,x9063,x9062),x9062)) % 86.25/86.42 [907]~P64(x9072)+~P8(x9071,f3(x9072),x9072)+~P8(f3(x9072),x9073,x9072)+E(f10(f5(x9071,x9072),f5(x9073,x9072),x9072),f5(f10(x9071,x9073,x9072),x9072)) % 86.25/86.42 [908]~P64(x9082)+~P8(f3(x9082),x9083,x9082)+~P8(f3(x9082),x9081,x9082)+E(f10(f5(x9081,x9082),f5(x9083,x9082),x9082),f5(f10(x9081,x9083,x9082),x9082)) % 86.25/86.42 [1028]~P48(x10282)+E(x10281,f3(x10282))+E(x10283,f3(x10282))+E(f10(f10(f8(x10283,x10282),f7(x10281,x10283,x10282),x10282),f8(x10281,x10282),x10282),f7(f8(x10283,x10282),f8(x10281,x10282),x10282)) % 86.25/86.42 [1029]~P48(x10292)+E(x10291,f3(x10292))+E(x10293,f3(x10292))+E(f10(f10(f8(x10293,x10292),f11(x10293,x10291,x10292),x10292),f8(x10291,x10292),x10292),f11(f8(x10293,x10292),f8(x10291,x10292),x10292)) % 86.25/86.42 [1030]~P47(x10302)+E(x10301,f3(x10302))+E(x10303,f3(x10302))+E(f10(f10(f11(x10303,x10301,x10302),f8(x10303,x10302),x10302),f8(x10301,x10302),x10302),f11(f8(x10303,x10302),f8(x10301,x10302),x10302)) % 86.25/86.42 [1116]~P48(x11162)+E(x11161,f3(x11162))+E(x11163,f3(x11162))+E(f13(f10(f10(f8(x11163,x11162),f7(x11163,x11161,x11162),x11162),f8(x11161,x11162),x11162),x11162),f7(f8(x11163,x11162),f8(x11161,x11162),x11162)) % 86.25/86.42 [705]~P35(x7053)+~P8(x7051,x7054,x7053)+P8(x7051,x7052,x7053)+~P8(x7054,x7052,x7053) % 86.25/86.42 [706]~P36(x7063)+~P8(x7061,x7064,x7063)+P8(x7061,x7062,x7063)+~P8(x7064,x7062,x7063) % 86.25/86.42 [707]~P35(x7073)+~P9(x7071,x7074,x7073)+P9(x7071,x7072,x7073)+~P8(x7074,x7072,x7073) % 86.25/86.42 [708]~P35(x7083)+~P9(x7084,x7082,x7083)+P9(x7081,x7082,x7083)+~P8(x7081,x7084,x7083) % 86.25/86.42 [709]~P35(x7093)+~P9(x7091,x7094,x7093)+P9(x7091,x7092,x7093)+~P9(x7094,x7092,x7093) % 86.25/86.42 [710]~P36(x7103)+~P9(x7101,x7104,x7103)+P9(x7101,x7102,x7103)+~P8(x7104,x7102,x7103) % 86.25/86.42 [711]~P36(x7113)+~P9(x7114,x7112,x7113)+P9(x7111,x7112,x7113)+~P8(x7111,x7114,x7113) % 86.25/86.42 [712]~P36(x7123)+~P9(x7121,x7124,x7123)+P9(x7121,x7122,x7123)+~P9(x7124,x7122,x7123) % 86.25/86.42 [713]~P41(x7133)+~P10(x7131,x7134,x7133)+P10(x7131,x7132,x7133)+~P10(x7134,x7132,x7133) % 86.25/86.42 [619]~P6(x6194)+~P50(x6194)+E(x6191,x6192)+~E(f11(x6193,x6191,x6194),f11(x6193,x6192,x6194)) % 86.25/86.42 [803]~P42(x8034)+~P10(x8031,x8033,x8034)+~P10(x8031,x8032,x8034)+P10(x8031,f7(x8032,x8033,x8034),x8034) % 86.25/86.42 [804]~P41(x8044)+~P10(x8041,x8043,x8044)+~P10(x8041,x8042,x8044)+P10(x8041,f11(x8042,x8043,x8044),x8044) % 86.25/86.42 [810]~P62(x8104)+~P9(x8101,x8103,x8104)+~P9(f3(x8104),x8102,x8104)+P9(x8101,f11(x8102,x8103,x8104),x8104) % 86.25/86.42 [946]~P65(x9463)+~P8(x9464,x9461,x9463)+~P8(x9462,f3(x9463),x9463)+P8(f10(x9461,x9462,x9463),f10(x9464,x9462,x9463),x9463) % 86.25/86.42 [947]~P59(x9473)+~P8(x9474,x9472,x9473)+~P9(x9471,f3(x9473),x9473)+P8(f10(x9471,x9472,x9473),f10(x9471,x9474,x9473),x9473) % 86.25/86.42 [948]~P65(x9483)+~P8(x9484,x9482,x9483)+~P8(x9481,f3(x9483),x9483)+P8(f10(x9481,x9482,x9483),f10(x9481,x9484,x9483),x9483) % 86.25/86.42 [949]~P1(x9493)+~P9(x9494,x9491,x9493)+~P9(x9492,f3(x9493),x9493)+P9(f9(x9491,x9492,x9493),f9(x9494,x9492,x9493),x9493) % 86.25/86.42 [951]~P59(x9513)+~P9(x9514,x9511,x9513)+~P9(x9512,f3(x9513),x9513)+P9(f10(x9511,x9512,x9513),f10(x9514,x9512,x9513),x9513) % 86.25/86.42 [954]~P59(x9543)+~P9(x9544,x9542,x9543)+~P9(x9541,f3(x9543),x9543)+P9(f10(x9541,x9542,x9543),f10(x9541,x9544,x9543),x9543) % 86.25/86.42 [955]~P54(x9553)+~P8(x9551,x9554,x9553)+~P8(f3(x9553),x9552,x9553)+P8(f10(x9551,x9552,x9553),f10(x9554,x9552,x9553),x9553) % 86.25/86.42 [956]~P59(x9563)+~P8(x9562,x9564,x9563)+~P9(f3(x9563),x9561,x9563)+P8(f10(x9561,x9562,x9563),f10(x9561,x9564,x9563),x9563) % 86.25/86.42 [957]~P53(x9573)+~P8(x9572,x9574,x9573)+~P8(f3(x9573),x9571,x9573)+P8(f10(x9571,x9572,x9573),f10(x9571,x9574,x9573),x9573) % 86.25/86.42 [958]~P54(x9583)+~P8(x9582,x9584,x9583)+~P8(f3(x9583),x9581,x9583)+P8(f10(x9581,x9582,x9583),f10(x9581,x9584,x9583),x9583) % 86.25/86.42 [959]~P1(x9593)+~P9(x9591,x9594,x9593)+~P9(f3(x9593),x9592,x9593)+P9(f9(x9591,x9592,x9593),f9(x9594,x9592,x9593),x9593) % 86.25/86.42 [960]~P59(x9603)+~P9(x9601,x9604,x9603)+~P9(f3(x9603),x9602,x9603)+P9(f10(x9601,x9602,x9603),f10(x9604,x9602,x9603),x9603) % 86.25/86.42 [961]~P61(x9613)+~P9(x9611,x9614,x9613)+~P9(f3(x9613),x9612,x9613)+P9(f10(x9611,x9612,x9613),f10(x9614,x9612,x9613),x9613) % 86.25/86.42 [963]~P59(x9633)+~P9(x9632,x9634,x9633)+~P9(f3(x9633),x9631,x9633)+P9(f10(x9631,x9632,x9633),f10(x9631,x9634,x9633),x9633) % 86.25/86.42 [964]~P61(x9643)+~P9(x9642,x9644,x9643)+~P9(f3(x9643),x9641,x9643)+P9(f10(x9641,x9642,x9643),f10(x9641,x9644,x9643),x9643) % 86.25/86.42 [965]~P51(x9653)+~P9(x9652,x9654,x9653)+~P9(f3(x9653),x9651,x9653)+P9(f10(x9651,x9652,x9653),f10(x9651,x9654,x9653),x9653) % 86.25/86.42 [974]~P50(x9742)+P10(x9743,x9744,x9742)+~P10(f10(x9741,x9743,x9742),f10(x9741,x9744,x9742),x9742)+E(x9741,f3(x9742)) % 86.25/86.42 [975]~P50(x9752)+P10(x9753,x9754,x9752)+~P10(f10(x9753,x9751,x9752),f10(x9754,x9751,x9752),x9752)+E(x9751,f3(x9752)) % 86.25/86.42 [992]~P1(x9924)+~P9(f3(x9924),x9923,x9924)+~P8(f10(x9921,x9923,x9924),x9922,x9924)+P8(x9921,f9(x9922,x9923,x9924),x9924) % 86.25/86.42 [993]~P1(x9934)+~P9(f3(x9934),x9933,x9934)+~P9(f10(x9931,x9933,x9934),x9932,x9934)+P9(x9931,f9(x9932,x9933,x9934),x9934) % 86.25/86.42 [994]~P1(x9943)+~P9(f3(x9943),x9942,x9943)+~P8(x9941,f10(x9944,x9942,x9943),x9943)+P8(f9(x9941,x9942,x9943),x9944,x9943) % 86.25/86.42 [995]~P1(x9953)+~P9(f3(x9953),x9952,x9953)+~P9(x9951,f10(x9954,x9952,x9953),x9953)+P9(f9(x9951,x9952,x9953),x9954,x9953) % 86.25/86.42 [1006]P9(x10062,x10061,x10063)+~P59(x10063)+P9(x10061,x10062,x10063)+~P9(f10(x10064,x10061,x10063),f10(x10064,x10062,x10063),x10063) % 86.25/86.42 [1007]P9(x10072,x10071,x10073)+~P59(x10073)+P9(x10071,x10072,x10073)+~P9(f10(x10071,x10074,x10073),f10(x10072,x10074,x10073),x10073) % 86.25/86.42 [1012]~P59(x10123)+P9(x10121,x10122,x10123)+~P9(f10(x10121,x10124,x10123),f10(x10122,x10124,x10123),x10123)+P9(x10124,f3(x10123),x10123) % 86.25/86.42 [1013]~P59(x10133)+P9(x10131,x10132,x10133)+~P9(f10(x10134,x10131,x10133),f10(x10134,x10132,x10133),x10133)+P9(x10134,f3(x10133),x10133) % 86.25/86.42 [1014]~P59(x10143)+P9(x10141,x10142,x10143)+~P9(f10(x10144,x10142,x10143),f10(x10144,x10141,x10143),x10143)+P9(f3(x10143),x10144,x10143) % 86.25/86.42 [1015]~P59(x10153)+P9(x10151,x10152,x10153)+~P9(f10(x10152,x10154,x10153),f10(x10151,x10154,x10153),x10153)+P9(f3(x10153),x10154,x10153) % 86.25/86.42 [1021]~P59(x10212)+~P9(f10(x10213,x10211,x10212),f10(x10214,x10211,x10212),x10212)+P9(x10211,f3(x10212),x10212)+P9(f3(x10212),x10211,x10212) % 86.25/86.42 [1022]~P59(x10222)+~P9(f10(x10221,x10223,x10222),f10(x10221,x10224,x10222),x10222)+P9(x10221,f3(x10222),x10222)+P9(f3(x10222),x10221,x10222) % 86.25/86.42 [1033]~P59(x10333)+P8(x10331,x10332,x10333)+~P8(f10(x10334,x10332,x10333),f10(x10334,x10331,x10333),x10333)+~P9(x10334,f3(x10333),x10333) % 86.25/86.42 [1034]~P59(x10343)+P9(x10341,x10342,x10343)+~P9(f10(x10344,x10342,x10343),f10(x10344,x10341,x10343),x10343)+~P9(x10344,f3(x10343),x10343) % 86.25/86.42 [1035]~P59(x10353)+P8(x10351,x10352,x10353)+~P8(f10(x10354,x10351,x10353),f10(x10354,x10352,x10353),x10353)+~P9(f3(x10353),x10354,x10353) % 86.25/86.42 [1036]~P61(x10363)+P8(x10361,x10362,x10363)+~P8(f10(x10364,x10361,x10363),f10(x10364,x10362,x10363),x10363)+~P9(f3(x10363),x10364,x10363) % 86.25/86.42 [1037]~P61(x10373)+P8(x10371,x10372,x10373)+~P8(f10(x10371,x10374,x10373),f10(x10372,x10374,x10373),x10373)+~P9(f3(x10373),x10374,x10373) % 86.25/86.42 [1038]~P59(x10383)+P9(x10381,x10382,x10383)+~P9(f10(x10384,x10381,x10383),f10(x10384,x10382,x10383),x10383)+~P9(f3(x10383),x10384,x10383) % 86.25/86.42 [1039]~P61(x10393)+P9(x10391,x10392,x10393)+~P9(f10(x10394,x10391,x10393),f10(x10394,x10392,x10393),x10393)+~P8(f3(x10393),x10394,x10393) % 86.25/86.42 [1040]~P61(x10403)+P9(x10401,x10402,x10403)+~P9(f10(x10401,x10404,x10403),f10(x10402,x10404,x10403),x10403)+~P8(f3(x10403),x10404,x10403) % 86.25/86.42 [1041]~P63(x10413)+P9(x10411,x10412,x10413)+~P9(f10(x10414,x10411,x10413),f10(x10414,x10412,x10413),x10413)+~P8(f3(x10413),x10414,x10413) % 86.25/86.42 [1042]~P63(x10423)+P9(x10421,x10422,x10423)+~P9(f10(x10421,x10424,x10423),f10(x10422,x10424,x10423),x10423)+~P8(f3(x10423),x10424,x10423) % 86.25/86.42 [807]~P2(x8072)+~P47(x8072)+E(x8071,f3(x8072))+E(f9(f10(x8073,x8071,x8072),f10(x8074,x8071,x8072),x8072),f9(x8073,x8074,x8072)) % 86.25/86.42 [808]~P2(x8082)+~P47(x8082)+E(x8081,f3(x8082))+E(f9(f10(x8081,x8083,x8082),f10(x8081,x8084,x8082),x8082),f9(x8083,x8084,x8082)) % 86.25/86.42 [968]~P40(x9682)+E(x9681,f3(x9682))+~P8(x9683,f3(a1),a1)+~P8(f15(x9681,x9682),f10(x9683,f15(x9684,x9682),a1),a1) % 86.25/86.42 [1062]~P11(x10623)+~P10(x10622,x10624,x10623)+~P10(x10622,x10621,x10623)+E(f11(f6(x10621,x10622,x10623),f6(x10624,x10622,x10623),x10623),f6(f11(x10621,x10624,x10623),x10622,x10623)) % 86.25/86.42 [1099]~P57(x10993)+~P9(x10991,f11(x10992,x10994,x10993),x10993)+~P9(f7(x10992,x10994,x10993),x10991,x10993)+P9(f5(f7(x10991,x10992,x10993),x10993),x10994,x10993) % 86.25/86.42 [1026]~P2(x10262)+~P47(x10262)+E(x10261,f3(x10262))+E(f9(f11(x10263,f10(x10264,x10261,x10262),x10262),x10261,x10262),f11(x10264,f9(x10263,x10261,x10262),x10262)) % 86.25/86.42 [1027]~P2(x10272)+~P47(x10272)+E(x10271,f3(x10272))+E(f9(f11(x10273,f10(x10274,x10271,x10272),x10272),x10271,x10272),f11(f9(x10273,x10271,x10272),x10274,x10272)) % 86.25/86.42 [1130]~P3(x11302)+E(x11301,f3(x11302))+E(x11303,f3(x11302))+E(f13(f10(f10(f8(x11303,x11302),f9(f7(x11303,x11301,x11302),x11304,x11302),x11302),f8(x11301,x11302),x11302),x11302),f9(f7(f8(x11303,x11302),f8(x11301,x11302),x11302),x11304,x11302)) % 86.25/86.42 [765]~P23(x7653)+~P8(x7655,x7654,x7653)+P8(x7651,x7652,x7653)+~E(f7(x7654,x7655,x7653),f7(x7652,x7651,x7653)) % 86.25/86.42 [766]~P23(x7663)+~P8(x7665,x7664,x7663)+P8(x7661,x7662,x7663)+~E(f7(x7662,x7661,x7663),f7(x7664,x7665,x7663)) % 86.25/86.42 [767]~P23(x7673)+~P9(x7674,x7675,x7673)+P9(x7671,x7672,x7673)+~E(f7(x7674,x7675,x7673),f7(x7671,x7672,x7673)) % 86.25/86.42 [768]~P23(x7683)+~P9(x7684,x7685,x7683)+P9(x7681,x7682,x7683)+~E(f7(x7681,x7682,x7683),f7(x7684,x7685,x7683)) % 86.25/86.42 [935]~P32(x9353)+~P8(x9352,x9355,x9353)+~P8(x9351,x9354,x9353)+P8(f11(x9351,x9352,x9353),f11(x9354,x9355,x9353),x9353) % 86.25/86.42 [936]~P30(x9363)+~P8(x9362,x9365,x9363)+~P9(x9361,x9364,x9363)+P9(f11(x9361,x9362,x9363),f11(x9364,x9365,x9363),x9363) % 86.25/86.42 [937]~P30(x9373)+~P8(x9371,x9374,x9373)+~P9(x9372,x9375,x9373)+P9(f11(x9371,x9372,x9373),f11(x9374,x9375,x9373),x9373) % 86.25/86.42 [938]~P30(x9383)+~P9(x9382,x9385,x9383)+~P9(x9381,x9384,x9383)+P9(f11(x9381,x9382,x9383),f11(x9384,x9385,x9383),x9383) % 86.25/86.42 [939]~P41(x9393)+~P10(x9392,x9395,x9393)+~P10(x9391,x9394,x9393)+P10(f10(x9391,x9392,x9393),f10(x9394,x9395,x9393),x9393) % 86.25/86.42 [987]~P23(x9874)+~P8(x9875,x9873,x9874)+~P8(x9871,f11(x9872,x9875,x9874),x9874)+P8(x9871,f11(x9872,x9873,x9874),x9874) % 86.25/86.42 [1065]~P57(x10652)+~P9(f5(x10651,x10652),x10654,x10652)+~P9(f5(x10653,x10652),x10655,x10652)+P9(f10(f5(x10651,x10652),f5(x10653,x10652),x10652),f10(x10654,x10655,x10652),x10652) % 86.25/86.42 [1077]~P34(x10773)+~P9(f15(x10772,x10773),x10775,a1)+~P9(f15(x10771,x10773),x10774,a1)+P9(f15(f10(x10771,x10772,x10773),x10773),f10(x10774,x10775,a1),a1) % 86.25/86.42 [1078]~P40(x10783)+~P9(f15(x10782,x10783),x10785,a1)+~P9(f15(x10781,x10783),x10784,a1)+P9(f15(f11(x10781,x10782,x10783),x10783),f11(x10784,x10785,a1),a1) % 86.25/86.42 [1081]~P11(x10813)+~P10(x10815,x10812,x10813)+~P10(x10814,x10811,x10813)+E(f6(f10(x10811,x10812,x10813),f10(x10814,x10815,x10813),x10813),f10(f6(x10811,x10814,x10813),f6(x10812,x10815,x10813),x10813)) % 86.25/86.42 [1114]~P47(x11142)+E(x11141,f3(x11142))+E(x11143,f3(x11142))+E(f9(f7(f10(x11144,x11141,x11142),f10(x11145,x11143,x11142),x11142),f10(x11143,x11141,x11142),x11142),f7(f9(x11144,x11143,x11142),f9(x11145,x11141,x11142),x11142)) % 86.25/86.42 [1115]~P47(x11152)+E(x11151,f3(x11152))+E(x11153,f3(x11152))+E(f9(f11(f10(x11154,x11151,x11152),f10(x11155,x11153,x11152),x11152),f10(x11153,x11151,x11152),x11152),f11(f9(x11154,x11153,x11152),f9(x11155,x11151,x11152),x11152)) % 86.25/86.42 [734]~P1(x7342)+~P2(x7342)+P8(f4(x7342),x7341,x7342)+~P8(f8(x7341,x7342),f4(x7342),x7342)+P8(x7341,f3(x7342),x7342) % 86.25/86.42 [735]~P1(x7352)+~P2(x7352)+P9(f4(x7352),x7351,x7352)+~P9(f8(x7351,x7352),f4(x7352),x7352)+P8(x7351,f3(x7352),x7352) % 86.25/86.42 [741]~P1(x7411)+~P2(x7411)+~P9(f3(x7411),x7412,x7411)+~P8(x7412,f4(x7411),x7411)+P8(f4(x7411),f8(x7412,x7411),x7411) % 86.25/86.42 [742]~P1(x7421)+~P2(x7421)+~P9(f3(x7421),x7422,x7421)+~P9(x7422,f4(x7421),x7421)+P9(f4(x7421),f8(x7422,x7421),x7421) % 86.25/86.42 [373]~P48(x3733)+E(x3731,x3732)+~E(f8(x3731,x3733),f8(x3732,x3733))+E(x3732,f3(x3733))+E(x3731,f3(x3733)) % 86.25/86.42 [749]~P33(x7492)+~P8(f3(x7492),x7491,x7492)+~P8(f3(x7492),x7493,x7492)+~E(f11(x7493,x7491,x7492),f3(x7492))+E(x7491,f3(x7492)) % 86.25/86.42 [750]~P33(x7502)+~P8(f3(x7502),x7503,x7502)+~P8(f3(x7502),x7501,x7502)+~E(f11(x7501,x7503,x7502),f3(x7502))+E(x7501,f3(x7502)) % 86.25/86.42 [865]~P1(x8651)+~P2(x8651)+~P8(x8653,f3(x8651),x8651)+~P8(x8652,f3(x8651),x8651)+P8(f3(x8651),f9(x8652,x8653,x8651),x8651) % 86.25/86.42 [867]~P1(x8671)+~P2(x8671)+~P8(f3(x8671),x8673,x8671)+~P8(f3(x8671),x8672,x8671)+P8(f3(x8671),f9(x8672,x8673,x8671),x8671) % 86.25/86.42 [869]~P1(x8693)+~P2(x8693)+~P8(x8692,f3(x8693),x8693)+~P8(f3(x8693),x8691,x8693)+P8(f9(x8691,x8692,x8693),f3(x8693),x8693) % 86.25/86.42 [870]~P1(x8703)+~P2(x8703)+~P8(x8701,f3(x8703),x8703)+~P8(f3(x8703),x8702,x8703)+P8(f9(x8701,x8702,x8703),f3(x8703),x8703) % 86.25/86.42 [885]~P1(x8852)+~P2(x8852)+~P8(f9(x8853,x8851,x8852),f3(x8852),x8852)+P8(x8851,f3(x8852),x8852)+P8(x8853,f3(x8852),x8852) % 86.25/86.42 [886]~P1(x8862)+~P2(x8862)+~P9(f9(x8863,x8861,x8862),f3(x8862),x8862)+P9(x8861,f3(x8862),x8862)+P9(x8863,f3(x8862),x8862) % 86.25/86.42 [887]~P1(x8872)+~P2(x8872)+~P8(f3(x8872),f9(x8873,x8871,x8872),x8872)+P8(x8871,f3(x8872),x8872)+P8(f3(x8872),x8873,x8872) % 86.25/86.42 [888]~P1(x8882)+~P2(x8882)+~P8(f3(x8882),f9(x8881,x8883,x8882),x8882)+P8(x8881,f3(x8882),x8882)+P8(f3(x8882),x8883,x8882) % 86.25/86.42 [889]~P1(x8892)+~P2(x8892)+~P8(f3(x8892),f9(x8893,x8891,x8892),x8892)+P8(x8891,f3(x8892),x8892)+P8(f3(x8892),x8891,x8892) % 86.25/86.42 [890]~P1(x8902)+~P2(x8902)+~P8(f3(x8902),f9(x8901,x8903,x8902),x8902)+P8(x8901,f3(x8902),x8902)+P8(f3(x8902),x8901,x8902) % 86.25/86.42 [891]~P1(x8912)+~P2(x8912)+~P9(f3(x8912),f9(x8913,x8911,x8912),x8912)+P9(x8911,f3(x8912),x8912)+P9(f3(x8912),x8913,x8912) % 86.25/86.42 [892]~P1(x8922)+~P2(x8922)+~P9(f3(x8922),f9(x8921,x8923,x8922),x8922)+P9(x8921,f3(x8922),x8922)+P9(f3(x8922),x8923,x8922) % 86.25/86.42 [893]~P1(x8932)+~P2(x8932)+~P9(f3(x8932),f9(x8933,x8931,x8932),x8932)+P9(x8931,f3(x8932),x8932)+P9(f3(x8932),x8931,x8932) % 86.25/86.42 [894]~P1(x8942)+~P2(x8942)+~P9(f3(x8942),f9(x8941,x8943,x8942),x8942)+P9(x8941,f3(x8942),x8942)+P9(f3(x8942),x8941,x8942) % 86.25/86.42 [895]~P1(x8952)+~P2(x8952)+~P8(f9(x8953,x8951,x8952),f3(x8952),x8952)+P8(x8951,f3(x8952),x8952)+P8(f3(x8952),x8951,x8952) % 86.25/86.42 [896]~P1(x8962)+~P2(x8962)+~P8(f9(x8961,x8963,x8962),f3(x8962),x8962)+P8(x8961,f3(x8962),x8962)+P8(f3(x8962),x8961,x8962) % 86.25/86.42 [897]~P1(x8972)+~P2(x8972)+~P9(f9(x8973,x8971,x8972),f3(x8972),x8972)+P9(x8971,f3(x8972),x8972)+P9(f3(x8972),x8971,x8972) % 86.25/86.42 [898]~P1(x8982)+~P2(x8982)+~P9(f9(x8981,x8983,x8982),f3(x8982),x8982)+P9(x8981,f3(x8982),x8982)+P9(f3(x8982),x8981,x8982) % 86.25/86.42 [899]~P1(x8991)+~P2(x8991)+~P8(f9(x8992,x8993,x8991),f3(x8991),x8991)+P8(f3(x8991),x8992,x8991)+P8(f3(x8991),x8993,x8991) % 86.25/86.42 [900]~P1(x9001)+~P2(x9001)+~P9(f9(x9002,x9003,x9001),f3(x9001),x9001)+P9(f3(x9001),x9002,x9001)+P9(f3(x9001),x9003,x9001) % 86.25/86.42 [944]~P57(x9443)+~P8(x9441,f4(x9443),x9443)+~P8(f3(x9443),x9442,x9443)+~P8(f3(x9443),x9441,x9443)+P8(f10(x9441,x9442,x9443),x9442,x9443) % 86.25/86.42 [945]~P57(x9453)+~P8(x9452,f4(x9453),x9453)+~P8(f3(x9453),x9452,x9453)+~P8(f3(x9453),x9451,x9453)+P8(f10(x9451,x9452,x9453),x9451,x9453) % 86.25/86.42 [816]~P31(x8164)+~P15(x8164)+~P8(x8161,x8163,x8164)+~P8(f3(x8164),x8162,x8164)+P8(x8161,f11(x8162,x8163,x8164),x8164) % 86.25/86.42 [817]~P31(x8174)+~P15(x8174)+~P8(x8171,x8172,x8174)+~P8(f3(x8174),x8173,x8174)+P8(x8171,f11(x8172,x8173,x8174),x8174) % 86.25/86.42 [818]~P31(x8184)+~P15(x8184)+~P8(x8181,x8183,x8184)+~P9(f3(x8184),x8182,x8184)+P9(x8181,f11(x8182,x8183,x8184),x8184) % 86.25/86.42 [819]~P31(x8194)+~P15(x8194)+~P9(x8191,x8193,x8194)+~P8(f3(x8194),x8192,x8194)+P9(x8191,f11(x8192,x8193,x8194),x8194) % 86.25/86.42 [966]~P1(x9663)+~P2(x9663)+~P8(x9664,x9661,x9663)+~P8(x9662,f3(x9663),x9663)+P8(f9(x9661,x9662,x9663),f9(x9664,x9662,x9663),x9663) % 86.25/86.42 [967]~P1(x9673)+~P2(x9673)+~P8(x9671,x9674,x9673)+~P8(f3(x9673),x9672,x9673)+P8(f9(x9671,x9672,x9673),f9(x9674,x9672,x9673),x9673) % 86.25/86.42 [997]~P1(x9974)+~P2(x9974)+~P9(f3(x9974),x9973,x9974)+~P8(f9(x9971,x9973,x9974),x9972,x9974)+P8(x9971,f10(x9972,x9973,x9974),x9974) % 86.25/86.42 [999]~P1(x9994)+~P2(x9994)+~P9(f3(x9994),x9993,x9994)+~P9(f9(x9991,x9993,x9994),x9992,x9994)+P9(x9991,f10(x9992,x9993,x9994),x9994) % 86.25/86.42 [1001]~P1(x10013)+~P2(x10013)+~P9(f3(x10013),x10012,x10013)+~P8(x10011,f9(x10014,x10012,x10013),x10013)+P8(f10(x10011,x10012,x10013),x10014,x10013) % 86.25/86.42 [1003]~P1(x10033)+~P2(x10033)+~P9(f3(x10033),x10032,x10033)+~P9(x10031,f9(x10034,x10032,x10033),x10033)+P9(f10(x10031,x10032,x10033),x10034,x10033) % 86.25/86.42 [1005]~P11(x10053)+~P10(x10052,x10054,x10053)+~P10(x10052,x10051,x10053)+~P10(x10051,x10054,x10053)+P10(f6(x10051,x10052,x10053),f6(x10054,x10052,x10053),x10053) % 86.25/86.42 [1079]~P11(x10793)+~P10(x10794,x10791,x10793)+P10(x10791,x10792,x10793)+~P10(x10794,x10792,x10793)+~P10(f6(x10791,x10794,x10793),f6(x10792,x10794,x10793),x10793) % 86.25/86.42 [1082]~P1(x10823)+~P9(x10822,x10824,x10823)+~P9(x10821,f3(x10823),x10823)+~P9(f3(x10823),f10(x10822,x10824,x10823),x10823)+P9(f9(x10821,x10822,x10823),f9(x10821,x10824,x10823),x10823) % 86.25/86.42 [1083]~P1(x10833)+~P8(x10834,x10832,x10833)+~P8(f3(x10833),x10831,x10833)+~P9(f3(x10833),f10(x10832,x10834,x10833),x10833)+P8(f9(x10831,x10832,x10833),f9(x10831,x10834,x10833),x10833) % 86.25/86.42 [1084]~P1(x10843)+~P9(x10844,x10842,x10843)+~P9(f3(x10843),x10841,x10843)+~P9(f3(x10843),f10(x10842,x10844,x10843),x10843)+P9(f9(x10841,x10842,x10843),f9(x10841,x10844,x10843),x10843) % 86.25/86.42 [751]~P47(x7512)+~E(f10(x7514,x7513,x7512),f10(x7515,x7511,x7512))+E(f9(x7514,x7511,x7512),f9(x7515,x7513,x7512))+E(x7511,f3(x7512))+E(x7513,f3(x7512)) % 86.25/86.42 [752]~P47(x7522)+~E(f9(x7524,x7523,x7522),f9(x7525,x7521,x7522))+E(f10(x7524,x7521,x7522),f10(x7525,x7523,x7522))+E(x7521,f3(x7522))+E(x7523,f3(x7522)) % 86.25/86.42 [1004]~P6(x10044)+~P50(x10044)+E(x10041,x10042)+E(x10043,f3(x10044))+~E(f11(x10045,f10(x10043,x10041,x10044),x10044),f11(x10045,f10(x10043,x10042,x10044),x10044)) % 86.25/86.42 [1101]~P6(x11015)+~P50(x11015)+E(x11011,x11012)+E(x11013,x11014)+~E(f11(f10(x11013,x11011,x11015),f10(x11014,x11012,x11015),x11015),f11(f10(x11013,x11012,x11015),f10(x11014,x11011,x11015),x11015)) % 86.25/86.42 [1120]~P49(x11205)+~P44(x11205)+~P10(x11201,x11204,x11205)+~P10(x11201,f11(x11202,x11206,x11205),x11205)+P10(x11201,f11(f7(x11202,f10(x11203,x11204,x11205),x11205),x11206,x11205),x11205) % 86.25/86.42 [1121]~P49(x11214)+~P44(x11214)+~P10(x11211,x11215,x11214)+P10(x11211,f11(x11212,x11213,x11214),x11214)+~P10(x11211,f11(f7(x11212,f10(x11216,x11215,x11214),x11214),x11213,x11214),x11214) % 86.25/86.42 [881]~P1(x8812)+~P2(x8812)+P9(x8811,f3(x8812),x8812)+P9(f3(x8812),x8811,x8812)+~P8(x8813,f3(x8812),x8812)+P8(x8813,f9(x8814,x8811,x8812),x8812) % 86.25/86.42 [882]~P1(x8822)+~P2(x8822)+P9(x8821,f3(x8822),x8822)+P9(f3(x8822),x8821,x8822)+~P9(x8823,f3(x8822),x8822)+P9(x8823,f9(x8824,x8821,x8822),x8822) % 86.25/86.42 [883]~P1(x8832)+~P2(x8832)+P9(x8831,f3(x8832),x8832)+P9(f3(x8832),x8831,x8832)+~P8(f3(x8832),x8834,x8832)+P8(f9(x8833,x8831,x8832),x8834,x8832) % 86.25/86.42 [884]~P1(x8842)+~P2(x8842)+P9(x8841,f3(x8842),x8842)+P9(f3(x8842),x8841,x8842)+~P9(f3(x8842),x8844,x8842)+P9(f9(x8843,x8841,x8842),x8844,x8842) % 86.25/86.42 [940]~P1(x9402)+~P2(x9402)+P8(x9401,f3(x9402),x9402)+P9(f3(x9402),x9403,x9402)+~P8(x9401,f9(x9404,x9403,x9402),x9402)+P9(x9403,f3(x9402),x9402) % 86.25/86.42 [941]~P1(x9412)+~P2(x9412)+P9(x9411,f3(x9412),x9412)+P9(f3(x9412),x9411,x9412)+~P9(x9413,f9(x9414,x9411,x9412),x9412)+P9(x9413,f3(x9412),x9412) % 86.25/86.42 [942]~P1(x9422)+~P2(x9422)+P9(x9421,f3(x9422),x9422)+P9(f3(x9422),x9421,x9422)+~P8(f9(x9424,x9421,x9422),x9423,x9422)+P8(f3(x9422),x9423,x9422) % 86.25/86.42 [943]~P1(x9432)+~P2(x9432)+P9(x9431,f3(x9432),x9432)+P9(f3(x9432),x9431,x9432)+~P9(f9(x9434,x9431,x9432),x9433,x9432)+P9(f3(x9432),x9433,x9432) % 86.25/86.42 [1043]~P1(x10432)+~P2(x10432)+~P8(f10(x10433,x10431,x10432),x10434,x10432)+P9(x10431,f3(x10432),x10432)+~P8(x10433,f3(x10432),x10432)+P8(x10433,f9(x10434,x10431,x10432),x10432) % 86.25/86.42 [1044]~P1(x10442)+~P2(x10442)+~P9(f10(x10443,x10441,x10442),x10444,x10442)+P9(x10441,f3(x10442),x10442)+~P9(x10443,f3(x10442),x10442)+P9(x10443,f9(x10444,x10441,x10442),x10442) % 86.25/86.42 [1045]~P1(x10452)+~P2(x10452)+~P8(x10453,f10(x10454,x10451,x10452),x10452)+P9(x10451,f3(x10452),x10452)+~P8(f3(x10452),x10454,x10452)+P8(f9(x10453,x10451,x10452),x10454,x10452) % 86.25/86.42 [1046]~P1(x10462)+~P2(x10462)+~P9(x10463,f10(x10464,x10461,x10462),x10462)+P9(x10461,f3(x10462),x10462)+~P9(f3(x10462),x10464,x10462)+P9(f9(x10463,x10461,x10462),x10464,x10462) % 86.25/86.42 [1047]~P1(x10471)+~P2(x10471)+~P8(x10474,f10(x10473,x10472,x10471),x10471)+~P8(x10473,f3(x10471),x10471)+P9(f3(x10471),x10472,x10471)+P8(x10473,f9(x10474,x10472,x10471),x10471) % 86.25/86.42 [1048]~P1(x10481)+~P2(x10481)+~P8(x10484,f10(x10483,x10482,x10481),x10481)+~P9(x10482,f3(x10481),x10481)+P9(f3(x10481),x10482,x10481)+P8(x10483,f9(x10484,x10482,x10481),x10481) % 86.25/86.42 [1049]~P1(x10491)+~P2(x10491)+~P8(x10494,f9(x10493,x10492,x10491),x10491)+~P9(x10492,f3(x10491),x10491)+P9(f3(x10491),x10492,x10491)+P8(x10493,f10(x10494,x10492,x10491),x10491) % 86.25/86.42 [1050]~P1(x10501)+~P2(x10501)+~P9(x10504,f10(x10503,x10502,x10501),x10501)+~P9(x10502,f3(x10501),x10501)+P9(f3(x10501),x10502,x10501)+P9(x10503,f9(x10504,x10502,x10501),x10501) % 86.25/86.42 [1051]~P1(x10511)+~P2(x10511)+~P9(x10514,f10(x10513,x10512,x10511),x10511)+~P9(x10513,f3(x10511),x10511)+P9(f3(x10511),x10512,x10511)+P9(x10513,f9(x10514,x10512,x10511),x10511) % 86.25/86.42 [1052]~P1(x10521)+~P2(x10521)+~P9(x10524,f9(x10523,x10522,x10521),x10521)+~P9(x10522,f3(x10521),x10521)+P9(f3(x10521),x10522,x10521)+P9(x10523,f10(x10524,x10522,x10521),x10521) % 86.25/86.42 [1053]~P1(x10531)+~P2(x10531)+~P8(f10(x10534,x10532,x10531),x10533,x10531)+~P9(x10532,f3(x10531),x10531)+P9(f3(x10531),x10532,x10531)+P8(f9(x10533,x10532,x10531),x10534,x10531) % 86.25/86.42 [1054]~P1(x10541)+~P2(x10541)+~P8(f9(x10544,x10542,x10541),x10543,x10541)+~P9(x10542,f3(x10541),x10541)+P9(f3(x10541),x10542,x10541)+P8(f10(x10543,x10542,x10541),x10544,x10541) % 86.25/86.42 [1055]~P1(x10551)+~P2(x10551)+~P9(f10(x10554,x10552,x10551),x10553,x10551)+~P9(x10552,f3(x10551),x10551)+P9(f3(x10551),x10552,x10551)+P9(f9(x10553,x10552,x10551),x10554,x10551) % 86.25/86.42 [1056]~P1(x10561)+~P2(x10561)+~P9(f9(x10564,x10562,x10561),x10563,x10561)+~P9(x10562,f3(x10561),x10561)+P9(f3(x10561),x10562,x10561)+P9(f10(x10563,x10562,x10561),x10564,x10561) % 86.25/86.42 [1057]~P1(x10571)+~P2(x10571)+~P8(f10(x10574,x10572,x10571),x10573,x10571)+~P8(f3(x10571),x10574,x10571)+P9(f3(x10571),x10572,x10571)+P8(f9(x10573,x10572,x10571),x10574,x10571) % 86.25/86.42 [1058]~P1(x10581)+~P2(x10581)+~P9(f10(x10584,x10582,x10581),x10583,x10581)+~P9(f3(x10581),x10584,x10581)+P9(f3(x10581),x10582,x10581)+P9(f9(x10583,x10582,x10581),x10584,x10581) % 86.25/86.42 [1085]~P1(x10853)+~P2(x10853)+~P8(x10852,x10854,x10853)+~P8(x10851,f3(x10853),x10853)+~P9(f3(x10853),f10(x10852,x10854,x10853),x10853)+P8(f9(x10851,x10852,x10853),f9(x10851,x10854,x10853),x10853) % 86.25/86.42 [1091]~P1(x10914)+~P2(x10914)+~P8(x10911,f3(x10914),x10914)+~P8(x10912,f10(x10911,x10913,x10914),x10914)+~P8(f10(x10911,x10913,x10914),x10912,x10914)+P8(x10911,f9(x10912,x10913,x10914),x10914) % 86.25/86.42 [1092]~P1(x10924)+~P2(x10924)+~P9(x10923,f3(x10924),x10924)+~P8(x10922,f10(x10921,x10923,x10924),x10924)+~P8(f10(x10921,x10923,x10924),x10922,x10924)+P8(x10921,f9(x10922,x10923,x10924),x10924) % 86.25/86.42 [1093]~P1(x10934)+~P2(x10934)+~P9(x10933,f3(x10934),x10934)+~P9(x10932,f10(x10931,x10933,x10934),x10934)+~P9(f10(x10931,x10933,x10934),x10932,x10934)+P9(x10931,f9(x10932,x10933,x10934),x10934) % 86.25/86.42 [1094]~P1(x10944)+~P2(x10944)+~P9(x10941,f3(x10944),x10944)+~P9(x10942,f10(x10941,x10943,x10944),x10944)+~P9(f10(x10941,x10943,x10944),x10942,x10944)+P9(x10941,f9(x10942,x10943,x10944),x10944) % 86.25/86.42 [1095]~P1(x10953)+~P2(x10953)+~P9(x10952,f3(x10953),x10953)+~P8(x10951,f10(x10954,x10952,x10953),x10953)+~P8(f10(x10954,x10952,x10953),x10951,x10953)+P8(f9(x10951,x10952,x10953),x10954,x10953) % 86.25/86.42 [1096]~P1(x10963)+~P2(x10963)+~P9(x10962,f3(x10963),x10963)+~P9(x10961,f10(x10964,x10962,x10963),x10963)+~P9(f10(x10964,x10962,x10963),x10961,x10963)+P9(f9(x10961,x10962,x10963),x10964,x10963) % 86.25/86.42 [1097]~P1(x10973)+~P2(x10973)+~P8(f3(x10973),x10974,x10973)+~P8(x10971,f10(x10974,x10972,x10973),x10973)+~P8(f10(x10974,x10972,x10973),x10971,x10973)+P8(f9(x10971,x10972,x10973),x10974,x10973) % 86.25/86.42 [1098]~P1(x10983)+~P2(x10983)+~P9(f3(x10983),x10984,x10983)+~P9(x10981,f10(x10984,x10982,x10983),x10983)+~P9(f10(x10984,x10982,x10983),x10981,x10983)+P9(f9(x10981,x10982,x10983),x10984,x10983) % 86.25/86.42 [1066]~P1(x10663)+~P8(x10665,x10662,x10663)+~P8(x10661,x10664,x10663)+~P8(f3(x10663),x10661,x10663)+~P9(f3(x10663),x10665,x10663)+P8(f9(x10661,x10662,x10663),f9(x10664,x10665,x10663),x10663) % 86.25/86.42 [1067]~P67(x10673)+~P8(x10672,x10675,x10673)+~P8(x10671,x10674,x10673)+~P8(f3(x10673),x10674,x10673)+~P8(f3(x10673),x10672,x10673)+P8(f10(x10671,x10672,x10673),f10(x10674,x10675,x10673),x10673) % 86.25/86.42 [1068]~P67(x10683)+~P8(x10682,x10685,x10683)+~P8(x10681,x10684,x10683)+~P8(f3(x10683),x10682,x10683)+~P8(f3(x10683),x10681,x10683)+P8(f10(x10681,x10682,x10683),f10(x10684,x10685,x10683),x10683) % 86.25/86.42 [1069]~P1(x10693)+~P8(x10695,x10692,x10693)+~P9(x10691,x10694,x10693)+~P8(f3(x10693),x10691,x10693)+~P9(f3(x10693),x10695,x10693)+P9(f9(x10691,x10692,x10693),f9(x10694,x10695,x10693),x10693) % 86.25/86.42 [1070]~P1(x10703)+~P8(x10701,x10704,x10703)+~P9(x10705,x10702,x10703)+~P9(f3(x10703),x10705,x10703)+~P9(f3(x10703),x10701,x10703)+P9(f9(x10701,x10702,x10703),f9(x10704,x10705,x10703),x10703) % 86.25/86.42 [1071]~P61(x10713)+~P8(x10712,x10715,x10713)+~P9(x10711,x10714,x10713)+~P8(f3(x10713),x10711,x10713)+~P9(f3(x10713),x10712,x10713)+P9(f10(x10711,x10712,x10713),f10(x10714,x10715,x10713),x10713) % 86.25/86.42 [1072]~P61(x10723)+~P8(x10721,x10724,x10723)+~P9(x10722,x10725,x10723)+~P8(f3(x10723),x10722,x10723)+~P9(f3(x10723),x10721,x10723)+P9(f10(x10721,x10722,x10723),f10(x10724,x10725,x10723),x10723) % 86.25/86.42 [1073]~P61(x10733)+~P9(x10732,x10735,x10733)+~P9(x10731,x10734,x10733)+~P8(f3(x10733),x10732,x10733)+~P8(f3(x10733),x10731,x10733)+P9(f10(x10731,x10732,x10733),f10(x10734,x10735,x10733),x10733) % 86.25/86.42 [1074]~P61(x10743)+~P9(x10742,x10745,x10743)+~P9(x10741,x10744,x10743)+~P8(f3(x10743),x10742,x10743)+~P9(f3(x10743),x10744,x10743)+P9(f10(x10741,x10742,x10743),f10(x10744,x10745,x10743),x10743) % 86.25/86.42 %EqnAxiom % 86.25/86.42 [1]E(x11,x11) % 86.25/86.42 [2]E(x22,x21)+~E(x21,x22) % 86.25/86.42 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33) % 86.25/86.42 [4]~E(x41,x42)+E(f3(x41),f3(x42)) % 86.25/86.42 [5]~E(x51,x52)+E(f14(x51),f14(x52)) % 86.25/86.42 [6]~E(x61,x62)+E(f7(x61,x63,x64),f7(x62,x63,x64)) % 86.25/86.42 [7]~E(x71,x72)+E(f7(x73,x71,x74),f7(x73,x72,x74)) % 86.25/86.42 [8]~E(x81,x82)+E(f7(x83,x84,x81),f7(x83,x84,x82)) % 86.25/86.42 [9]~E(x91,x92)+E(f4(x91),f4(x92)) % 86.25/86.42 [10]~E(x101,x102)+E(f10(x101,x103,x104),f10(x102,x103,x104)) % 86.25/86.42 [11]~E(x111,x112)+E(f10(x113,x111,x114),f10(x113,x112,x114)) % 86.25/86.42 [12]~E(x121,x122)+E(f10(x123,x124,x121),f10(x123,x124,x122)) % 86.25/86.42 [13]~E(x131,x132)+E(f11(x131,x133,x134),f11(x132,x133,x134)) % 86.25/86.42 [14]~E(x141,x142)+E(f11(x143,x141,x144),f11(x143,x142,x144)) % 86.25/86.42 [15]~E(x151,x152)+E(f11(x153,x154,x151),f11(x153,x154,x152)) % 86.25/86.42 [16]~E(x161,x162)+E(f9(x161,x163,x164),f9(x162,x163,x164)) % 86.25/86.42 [17]~E(x171,x172)+E(f9(x173,x171,x174),f9(x173,x172,x174)) % 86.25/86.42 [18]~E(x181,x182)+E(f9(x183,x184,x181),f9(x183,x184,x182)) % 86.25/86.42 [19]~E(x191,x192)+E(f5(x191,x193),f5(x192,x193)) % 86.25/86.42 [20]~E(x201,x202)+E(f5(x203,x201),f5(x203,x202)) % 86.25/86.42 [21]~E(x211,x212)+E(f15(x211,x213),f15(x212,x213)) % 86.25/86.42 [22]~E(x221,x222)+E(f15(x223,x221),f15(x223,x222)) % 86.25/86.42 [23]~E(x231,x232)+E(f8(x231,x233),f8(x232,x233)) % 86.25/86.42 [24]~E(x241,x242)+E(f8(x243,x241),f8(x243,x242)) % 86.25/86.42 [25]~E(x251,x252)+E(f16(x251,x253,x254),f16(x252,x253,x254)) % 86.25/86.42 [26]~E(x261,x262)+E(f16(x263,x261,x264),f16(x263,x262,x264)) % 86.25/86.42 [27]~E(x271,x272)+E(f16(x273,x274,x271),f16(x273,x274,x272)) % 86.25/86.42 [28]~E(x281,x282)+E(f13(x281,x283),f13(x282,x283)) % 86.25/86.42 [29]~E(x291,x292)+E(f13(x293,x291),f13(x293,x292)) % 86.25/86.42 [30]~E(x301,x302)+E(f12(x301,x303),f12(x302,x303)) % 86.25/86.42 [31]~E(x311,x312)+E(f12(x313,x311),f12(x313,x312)) % 86.25/86.42 [32]~E(x321,x322)+E(f27(x321),f27(x322)) % 86.25/86.42 [33]~E(x331,x332)+E(f34(x331,x333),f34(x332,x333)) % 86.25/86.42 [34]~E(x341,x342)+E(f34(x343,x341),f34(x343,x342)) % 86.25/86.42 [35]~E(x351,x352)+E(f19(x351,x353),f19(x352,x353)) % 86.25/86.42 [36]~E(x361,x362)+E(f19(x363,x361),f19(x363,x362)) % 86.25/86.42 [37]~E(x371,x372)+E(f6(x371,x373,x374),f6(x372,x373,x374)) % 86.25/86.42 [38]~E(x381,x382)+E(f6(x383,x381,x384),f6(x383,x382,x384)) % 86.25/86.42 [39]~E(x391,x392)+E(f6(x393,x394,x391),f6(x393,x394,x392)) % 86.25/86.42 [40]~E(x401,x402)+E(f18(x401,x403),f18(x402,x403)) % 86.25/86.42 [41]~E(x411,x412)+E(f18(x413,x411),f18(x413,x412)) % 86.25/86.42 [42]~E(x421,x422)+E(f17(x421,x423,x424),f17(x422,x423,x424)) % 86.25/86.42 [43]~E(x431,x432)+E(f17(x433,x431,x434),f17(x433,x432,x434)) % 86.25/86.42 [44]~E(x441,x442)+E(f17(x443,x444,x441),f17(x443,x444,x442)) % 86.25/86.42 [45]~E(x451,x452)+E(f20(x451,x453),f20(x452,x453)) % 86.25/86.42 [46]~E(x461,x462)+E(f20(x463,x461),f20(x463,x462)) % 86.25/86.42 [47]~E(x471,x472)+E(f26(x471,x473),f26(x472,x473)) % 86.25/86.42 [48]~E(x481,x482)+E(f26(x483,x481),f26(x483,x482)) % 86.25/86.42 [49]~E(x491,x492)+E(f22(x491,x493),f22(x492,x493)) % 86.25/86.42 [50]~E(x501,x502)+E(f22(x503,x501),f22(x503,x502)) % 86.25/86.42 [51]~E(x511,x512)+E(f21(x511,x513),f21(x512,x513)) % 86.25/86.42 [52]~E(x521,x522)+E(f21(x523,x521),f21(x523,x522)) % 86.25/86.42 [53]~E(x531,x532)+E(f23(x531,x533),f23(x532,x533)) % 86.25/86.42 [54]~E(x541,x542)+E(f23(x543,x541),f23(x543,x542)) % 86.25/86.42 [55]~E(x551,x552)+E(f35(x551,x553),f35(x552,x553)) % 86.25/86.42 [56]~E(x561,x562)+E(f35(x563,x561),f35(x563,x562)) % 86.25/86.42 [57]~E(x571,x572)+E(f25(x571,x573),f25(x572,x573)) % 86.25/86.42 [58]~E(x581,x582)+E(f25(x583,x581),f25(x583,x582)) % 86.25/86.42 [59]~E(x591,x592)+E(f24(x591,x593),f24(x592,x593)) % 86.25/86.42 [60]~E(x601,x602)+E(f24(x603,x601),f24(x603,x602)) % 86.25/86.42 [61]~E(x611,x612)+E(f36(x611,x613,x614),f36(x612,x613,x614)) % 86.25/86.42 [62]~E(x621,x622)+E(f36(x623,x621,x624),f36(x623,x622,x624)) % 86.25/86.42 [63]~E(x631,x632)+E(f36(x633,x634,x631),f36(x633,x634,x632)) % 86.25/86.42 [64]~E(x641,x642)+E(f37(x641,x643,x644),f37(x642,x643,x644)) % 86.25/86.42 [65]~E(x651,x652)+E(f37(x653,x651,x654),f37(x653,x652,x654)) % 86.25/86.42 [66]~E(x661,x662)+E(f37(x663,x664,x661),f37(x663,x664,x662)) % 86.25/86.42 [67]~P1(x671)+P1(x672)+~E(x671,x672) % 86.25/86.42 [68]~P2(x681)+P2(x682)+~E(x681,x682) % 86.25/86.42 [69]P9(x692,x693,x694)+~E(x691,x692)+~P9(x691,x693,x694) % 86.25/86.42 [70]P9(x703,x702,x704)+~E(x701,x702)+~P9(x703,x701,x704) % 86.25/86.42 [71]P9(x713,x714,x712)+~E(x711,x712)+~P9(x713,x714,x711) % 86.25/86.42 [72]~P47(x721)+P47(x722)+~E(x721,x722) % 86.25/86.42 [73]P8(x732,x733,x734)+~E(x731,x732)+~P8(x731,x733,x734) % 86.25/86.42 [74]P8(x743,x742,x744)+~E(x741,x742)+~P8(x743,x741,x744) % 86.25/86.42 [75]P8(x753,x754,x752)+~E(x751,x752)+~P8(x753,x754,x751) % 86.25/86.42 [76]~P3(x761)+P3(x762)+~E(x761,x762) % 86.25/86.42 [77]~P40(x771)+P40(x772)+~E(x771,x772) % 86.25/86.42 [78]~P4(x781)+P4(x782)+~E(x781,x782) % 86.25/86.42 [79]~P57(x791)+P57(x792)+~E(x791,x792) % 86.25/86.42 [80]~P23(x801)+P23(x802)+~E(x801,x802) % 86.25/86.42 [81]P10(x812,x813,x814)+~E(x811,x812)+~P10(x811,x813,x814) % 86.25/86.42 [82]P10(x823,x822,x824)+~E(x821,x822)+~P10(x823,x821,x824) % 86.25/86.42 [83]P10(x833,x834,x832)+~E(x831,x832)+~P10(x833,x834,x831) % 86.25/86.42 [84]~P41(x841)+P41(x842)+~E(x841,x842) % 86.25/86.42 [85]~P35(x851)+P35(x852)+~E(x851,x852) % 86.25/86.42 [86]~P29(x861)+P29(x862)+~E(x861,x862) % 86.25/86.42 [87]~P5(x871)+P5(x872)+~E(x871,x872) % 86.25/86.42 [88]~P18(x881)+P18(x882)+~E(x881,x882) % 86.25/86.42 [89]~P60(x891)+P60(x892)+~E(x891,x892) % 86.25/86.42 [90]~P48(x901)+P48(x902)+~E(x901,x902) % 86.25/86.42 [91]~P67(x911)+P67(x912)+~E(x911,x912) % 86.25/86.42 [92]~P24(x921)+P24(x922)+~E(x921,x922) % 86.25/86.42 [93]~P42(x931)+P42(x932)+~E(x931,x932) % 86.25/86.42 [94]~P33(x941)+P33(x942)+~E(x941,x942) % 86.25/86.42 [95]~P58(x951)+P58(x952)+~E(x951,x952) % 86.25/86.42 [96]~P34(x961)+P34(x962)+~E(x961,x962) % 86.25/86.42 [97]~P13(x971)+P13(x972)+~E(x971,x972) % 86.25/86.42 [98]~P43(x981)+P43(x982)+~E(x981,x982) % 86.25/86.42 [99]~P25(x991)+P25(x992)+~E(x991,x992) % 86.25/86.42 [100]~P6(x1001)+P6(x1002)+~E(x1001,x1002) % 86.25/86.42 [101]~P31(x1011)+P31(x1012)+~E(x1011,x1012) % 86.25/86.42 [102]~P59(x1021)+P59(x1022)+~E(x1021,x1022) % 86.25/86.42 [103]~P36(x1031)+P36(x1032)+~E(x1031,x1032) % 86.25/86.42 [104]~P68(x1041)+P68(x1042)+~E(x1041,x1042) % 86.25/86.42 [105]~P55(x1051)+P55(x1052)+~E(x1051,x1052) % 86.25/86.42 [106]~P26(x1061)+P26(x1062)+~E(x1061,x1062) % 86.25/86.42 [107]~P50(x1071)+P50(x1072)+~E(x1071,x1072) % 86.25/86.42 [108]~P52(x1081)+P52(x1082)+~E(x1081,x1082) % 86.25/86.42 [109]~P30(x1091)+P30(x1092)+~E(x1091,x1092) % 86.25/86.42 [110]~P38(x1101)+P38(x1102)+~E(x1101,x1102) % 86.25/86.42 [111]~P44(x1111)+P44(x1112)+~E(x1111,x1112) % 86.25/86.42 [112]~P15(x1121)+P15(x1122)+~E(x1121,x1122) % 86.25/86.42 [113]~P20(x1131)+P20(x1132)+~E(x1131,x1132) % 86.25/86.42 [114]~P49(x1141)+P49(x1142)+~E(x1141,x1142) % 86.25/86.42 [115]~P65(x1151)+P65(x1152)+~E(x1151,x1152) % 86.25/86.42 [116]~P11(x1161)+P11(x1162)+~E(x1161,x1162) % 86.25/86.42 [117]~P62(x1171)+P62(x1172)+~E(x1171,x1172) % 86.25/86.42 [118]~P39(x1181)+P39(x1182)+~E(x1181,x1182) % 86.25/86.42 [119]~P54(x1191)+P54(x1192)+~E(x1191,x1192) % 86.25/86.42 [120]~P61(x1201)+P61(x1202)+~E(x1201,x1202) % 86.25/86.42 [121]~P51(x1211)+P51(x1212)+~E(x1211,x1212) % 86.25/86.42 [122]~P64(x1221)+P64(x1222)+~E(x1221,x1222) % 86.25/86.42 [123]~P19(x1231)+P19(x1232)+~E(x1231,x1232) % 86.25/86.42 [124]~P66(x1241)+P66(x1242)+~E(x1241,x1242) % 86.25/86.42 [125]~P56(x1251)+P56(x1252)+~E(x1251,x1252) % 86.25/86.42 [126]~P63(x1261)+P63(x1262)+~E(x1261,x1262) % 86.25/86.42 [127]~P22(x1271)+P22(x1272)+~E(x1271,x1272) % 86.25/86.42 [128]~P45(x1281)+P45(x1282)+~E(x1281,x1282) % 86.25/86.42 [129]~P70(x1291)+P70(x1292)+~E(x1291,x1292) % 86.25/86.42 [130]~P37(x1301)+P37(x1302)+~E(x1301,x1302) % 86.25/86.42 [131]~P17(x1311)+P17(x1312)+~E(x1311,x1312) % 86.25/86.42 [132]~P14(x1321)+P14(x1322)+~E(x1321,x1322) % 86.25/86.42 [133]~P12(x1331)+P12(x1332)+~E(x1331,x1332) % 86.25/86.42 [134]~P53(x1341)+P53(x1342)+~E(x1341,x1342) % 86.25/86.42 [135]~P27(x1351)+P27(x1352)+~E(x1351,x1352) % 86.25/86.42 [136]~P16(x1361)+P16(x1362)+~E(x1361,x1362) % 86.25/86.42 [137]~P32(x1371)+P32(x1372)+~E(x1371,x1372) % 86.25/86.42 [138]~P7(x1381)+P7(x1382)+~E(x1381,x1382) % 86.25/86.42 [139]~P46(x1391)+P46(x1392)+~E(x1391,x1392) % 86.25/86.42 [140]~P28(x1401)+P28(x1402)+~E(x1401,x1402) % 86.25/86.42 [141]~P21(x1411)+P21(x1412)+~E(x1411,x1412) % 86.25/86.42 [142]~P69(x1421)+P69(x1422)+~E(x1421,x1422) % 86.25/86.42 % 86.25/86.42 %------------------------------------------- % 86.53/86.50 cnf(1140,plain, % 86.53/86.50 (~P57(x11401)+P10(x11402,x11402,x11401)), % 86.53/86.50 inference(equality_inference,[],[470])). % 86.53/86.50 cnf(1161,plain, % 86.53/86.50 (~P60(x11611)+E(x11614,f11(f10(f7(x11612,x11612,x11611),x11613,x11611),x11614,x11611))), % 86.53/86.50 inference(equality_inference,[],[1106])). % 86.53/86.50 cnf(1162,plain, % 86.53/86.50 (~P60(x11621)+E(f11(f10(f7(x11622,x11622,x11621),x11623,x11621),x11624,x11621),x11624)), % 86.53/86.50 inference(equality_inference,[],[1107])). % 86.53/86.50 cnf(1163,plain, % 86.53/86.50 (P8(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(a29,f15(a30,a2),a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,471])). % 86.53/86.50 cnf(1165,plain, % 86.53/86.50 (~P9(f11(a29,f15(a30,a2),a1),f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,471,514])). % 86.53/86.50 cnf(1167,plain, % 86.53/86.50 (P8(x11671,f11(f10(f14(x11671),f14(x11671),a1),f10(x11672,x11672,a1),a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,261,471,514,561])). % 86.53/86.50 cnf(1168,plain, % 86.53/86.50 (P8(x11681,f14(f11(f10(x11681,x11681,a1),f10(x11682,x11682,a1),a1)),a1)), % 86.53/86.50 inference(rename_variables,[],[261])). % 86.53/86.50 cnf(1170,plain, % 86.53/86.50 (P8(x11701,f5(x11701,a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,261,471,514,561,577])). % 86.53/86.50 cnf(1171,plain, % 86.53/86.50 (P8(x11711,x11711,a1)), % 86.53/86.50 inference(rename_variables,[],[243])). % 86.53/86.50 cnf(1173,plain, % 86.53/86.50 (~E(f14(f4(a1)),f3(a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,261,263,471,514,561,577,270])). % 86.53/86.50 cnf(1176,plain, % 86.53/86.50 (~P9(x11761,x11761,a1)), % 86.53/86.50 inference(rename_variables,[],[265])). % 86.53/86.50 cnf(1178,plain, % 86.53/86.50 (~E(f14(f34(x11781,x11782)),f3(a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,265,247,261,263,471,514,561,577,270,395,462])). % 86.53/86.50 cnf(1180,plain, % 86.53/86.50 (~P9(f14(f3(a1)),f3(a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,265,1176,247,261,263,471,514,561,577,270,395,462,554])). % 86.53/86.50 cnf(1181,plain, % 86.53/86.50 (~P9(x11811,x11811,a1)), % 86.53/86.50 inference(rename_variables,[],[265])). % 86.53/86.50 cnf(1183,plain, % 86.53/86.50 (~P9(f14(f4(a1)),f4(a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,265,1176,1181,247,261,263,471,514,561,577,270,395,462,554,555])). % 86.53/86.50 cnf(1184,plain, % 86.53/86.50 (~P9(x11841,x11841,a1)), % 86.53/86.50 inference(rename_variables,[],[265])). % 86.53/86.50 cnf(1186,plain, % 86.53/86.50 (~P9(f3(a1),f14(f3(a1)),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,265,1176,1181,1184,247,261,263,471,514,561,577,270,395,462,554,555,558])). % 86.53/86.50 cnf(1187,plain, % 86.53/86.50 (~P9(x11871,x11871,a1)), % 86.53/86.50 inference(rename_variables,[],[265])). % 86.53/86.50 cnf(1190,plain, % 86.53/86.50 (~P9(x11901,x11901,a1)), % 86.53/86.50 inference(rename_variables,[],[265])). % 86.53/86.50 cnf(1192,plain, % 86.53/86.50 (E(x11921,f10(f4(a1),x11921,a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,265,1176,1181,1184,1187,247,244,261,263,471,514,561,577,270,395,462,554,555,558,559,2])). % 86.53/86.50 cnf(1193,plain, % 86.53/86.50 (P9(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(a29,f15(a30,a2),a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,265,1176,1181,1184,1187,247,156,244,261,263,471,514,561,577,270,395,462,554,555,558,559,2,497])). % 86.53/86.50 cnf(1195,plain, % 86.53/86.50 (P8(x11951,f14(f11(f10(f5(x11951,a1),f5(x11951,a1),a1),f10(x11952,x11952,a1),a1)),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,265,1176,1181,1184,1187,247,150,156,244,261,1168,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622])). % 86.53/86.50 cnf(1196,plain, % 86.53/86.50 (P8(x11961,f14(f11(f10(x11961,x11961,a1),f10(x11962,x11962,a1),a1)),a1)), % 86.53/86.50 inference(rename_variables,[],[261])). % 86.53/86.50 cnf(1198,plain, % 86.53/86.50 (P8(x11981,f10(f14(f11(x11981,f10(x11982,x11982,a1),a1)),f14(f11(x11981,f10(x11982,x11982,a1),a1)),a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971])). % 86.53/86.50 cnf(1200,plain, % 86.53/86.50 (~E(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(a29,f15(a30,a2),a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73])). % 86.53/86.50 cnf(1201,plain, % 86.53/86.50 (P8(x12011,x12011,a1)), % 86.53/86.50 inference(rename_variables,[],[243])). % 86.53/86.50 cnf(1202,plain, % 86.53/86.50 (~E(f11(a29,f15(a30,a2),a1),f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,1201,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74])). % 86.53/86.50 cnf(1203,plain, % 86.53/86.50 (P8(x12031,x12031,a1)), % 86.53/86.50 inference(rename_variables,[],[243])). % 86.53/86.50 cnf(1204,plain, % 86.53/86.50 (P8(x12041,x12041,f10(f4(a1),a1,a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75])). % 86.53/86.50 cnf(1209,plain, % 86.53/86.50 (~E(f13(f4(a1),a1),f3(a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,157,160,162,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345])). % 86.53/86.50 cnf(1211,plain, % 86.53/86.50 (~E(f5(f4(a1),a1),f3(a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,157,160,162,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346])). % 86.53/86.50 cnf(1213,plain, % 86.53/86.50 (~E(f12(f4(a1),a1),f3(a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,151,157,160,162,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347])). % 86.53/86.50 cnf(1219,plain, % 86.53/86.50 (P9(f3(a1),f5(f4(a1),a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,146,151,152,157,160,162,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461])). % 86.53/86.50 cnf(1221,plain, % 86.53/86.50 (~E(f11(f4(a1),f4(a1),a1),f3(a1))), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,146,151,152,157,160,162,176,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468])). % 86.53/86.50 cnf(1223,plain, % 86.53/86.50 (~P10(f3(a1),f4(a1),a1)), % 86.53/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,146,151,152,154,157,160,162,176,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475])). % 86.53/86.50 cnf(1227,plain, % 86.53/86.50 (~E(f11(f4(a1),f3(a1),a1),f3(a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,146,151,152,154,157,160,162,176,263,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488])). % 86.55/86.50 cnf(1229,plain, % 86.55/86.50 (~E(f16(x12291,f16(a31,a32,a2),a2),f3(f27(a2)))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506])). % 86.55/86.50 cnf(1231,plain, % 86.55/86.50 (~P8(f5(f4(a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529])). % 86.55/86.50 cnf(1233,plain, % 86.55/86.50 (~P9(f34(x12331,x12332),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,247,150,156,187,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592])). % 86.55/86.50 cnf(1237,plain, % 86.55/86.50 (~P9(f3(a1),f13(f3(a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,247,150,156,187,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639])). % 86.55/86.50 cnf(1238,plain, % 86.55/86.50 (~P9(x12381,x12381,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1240,plain, % 86.55/86.50 (~P8(f3(a1),f13(f5(f4(a1),a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,247,150,156,159,187,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657])). % 86.55/86.50 cnf(1243,plain, % 86.55/86.50 (~P9(f11(f5(x12431,a1),f4(a1),a1),x12431,a1)), % 86.55/86.50 inference(rename_variables,[],[268])). % 86.55/86.50 cnf(1245,plain, % 86.55/86.50 (~P9(f12(f3(a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659])). % 86.55/86.50 cnf(1246,plain, % 86.55/86.50 (~P9(x12461,x12461,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1248,plain, % 86.55/86.50 (~P9(f3(a1),f12(f3(a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660])). % 86.55/86.50 cnf(1249,plain, % 86.55/86.50 (~P9(x12491,x12491,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1251,plain, % 86.55/86.50 (~P8(f13(f13(f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661])). % 86.55/86.50 cnf(1253,plain, % 86.55/86.50 (~P9(f13(f3(a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662])). % 86.55/86.50 cnf(1254,plain, % 86.55/86.50 (~P9(x12541,x12541,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1258,plain, % 86.55/86.50 (~P9(x12581,f13(f13(x12581,a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685])). % 86.55/86.50 cnf(1259,plain, % 86.55/86.50 (~P9(x12591,x12591,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1263,plain, % 86.55/86.50 (~P8(f13(f3(a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688])). % 86.55/86.50 cnf(1265,plain, % 86.55/86.50 (~P9(f5(x12651,a1),f13(x12651,a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689])). % 86.55/86.50 cnf(1266,plain, % 86.55/86.50 (~P9(x12661,x12661,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1268,plain, % 86.55/86.50 (~P9(f13(f13(x12681,a1),a1),x12681,a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691])). % 86.55/86.50 cnf(1269,plain, % 86.55/86.50 (~P9(x12691,x12691,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1271,plain, % 86.55/86.50 (~P8(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,247,150,156,159,187,268,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791])). % 86.55/86.50 cnf(1274,plain, % 86.55/86.50 (~P9(x12741,x12741,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1276,plain, % 86.55/86.50 (~P9(f11(f11(f5(f3(a1),a1),f4(a1),a1),f11(f5(f3(a1),a1),f4(a1),a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,247,150,156,159,187,268,1243,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793])). % 86.55/86.50 cnf(1277,plain, % 86.55/86.50 (~P9(f11(f5(x12771,a1),f4(a1),a1),x12771,a1)), % 86.55/86.50 inference(rename_variables,[],[268])). % 86.55/86.50 cnf(1279,plain, % 86.55/86.50 (~P8(f3(a1),f11(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,247,150,156,159,187,268,1243,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794])). % 86.55/86.50 cnf(1281,plain, % 86.55/86.50 (~P9(f3(a1),f11(f3(a1),f3(a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,247,150,156,159,187,268,1243,244,261,1168,146,151,152,154,157,160,162,176,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795])). % 86.55/86.50 cnf(1282,plain, % 86.55/86.50 (~P9(x12821,x12821,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1287,plain, % 86.55/86.50 (~P9(f11(f5(x12871,a1),f4(a1),a1),x12871,a1)), % 86.55/86.50 inference(rename_variables,[],[268])). % 86.55/86.50 cnf(1289,plain, % 86.55/86.50 (~P9(f11(f10(x12891,x12892,a1),f11(f10(f7(x12893,x12891,a1),x12892,a1),x12894,a1),a1),f11(f10(x12893,x12892,a1),x12894,a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,247,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123])). % 86.55/86.50 cnf(1290,plain, % 86.55/86.50 (~P9(x12901,x12901,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1292,plain, % 86.55/86.50 (~P9(f11(f10(x12921,x12922,a1),x12923,a1),f11(f10(x12924,x12922,a1),f11(f10(f7(x12921,x12924,a1),x12922,a1),x12923,a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,247,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125])). % 86.55/86.50 cnf(1293,plain, % 86.55/86.50 (~P9(x12931,x12931,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1295,plain, % 86.55/86.50 (P8(f11(f10(x12951,x12952,a1),f11(f10(f7(x12953,x12951,a1),x12952,a1),x12954,a1),a1),f11(f10(x12953,x12952,a1),x12954,a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,247,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126])). % 86.55/86.50 cnf(1296,plain, % 86.55/86.50 (P8(x12961,x12961,a1)), % 86.55/86.50 inference(rename_variables,[],[243])). % 86.55/86.50 cnf(1298,plain, % 86.55/86.50 (P8(f11(f10(x12981,x12982,a1),x12983,a1),f11(f10(x12984,x12982,a1),f11(f10(f7(x12981,x12984,a1),x12982,a1),x12983,a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,247,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128])). % 86.55/86.50 cnf(1299,plain, % 86.55/86.50 (P8(x12991,x12991,a1)), % 86.55/86.50 inference(rename_variables,[],[243])). % 86.55/86.50 cnf(1303,plain, % 86.55/86.50 (P1(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,248,247,143,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67])). % 86.55/86.50 cnf(1304,plain, % 86.55/86.50 (P2(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,248,247,143,144,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68])). % 86.55/86.50 cnf(1305,plain, % 86.55/86.50 (~E(f3(a1),f34(x13051,x13052))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,248,247,143,144,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69])). % 86.55/86.50 cnf(1306,plain, % 86.55/86.50 (~P9(x13061,x13061,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1307,plain, % 86.55/86.50 (~E(f34(x13071,x13072),f3(a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70])). % 86.55/86.50 cnf(1308,plain, % 86.55/86.50 (~P9(x13081,x13081,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1309,plain, % 86.55/86.50 (P9(f3(a1),f34(x13091,x13092),f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71])). % 86.55/86.50 cnf(1310,plain, % 86.55/86.50 (P4(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78])). % 86.55/86.50 cnf(1311,plain, % 86.55/86.50 (P23(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80])). % 86.55/86.50 cnf(1312,plain, % 86.55/86.50 (P35(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85])). % 86.55/86.50 cnf(1313,plain, % 86.55/86.50 (P29(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86])). % 86.55/86.50 cnf(1314,plain, % 86.55/86.50 (P31(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101])). % 86.55/86.50 cnf(1315,plain, % 86.55/86.50 (P59(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,179,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102])). % 86.55/86.50 cnf(1316,plain, % 86.55/86.50 (P36(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103])). % 86.55/86.50 cnf(1317,plain, % 86.55/86.50 (P61(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120])). % 86.55/86.50 cnf(1318,plain, % 86.55/86.50 (P47(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72])). % 86.55/86.50 cnf(1319,plain, % 86.55/86.50 (P3(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76])). % 86.55/86.50 cnf(1320,plain, % 86.55/86.50 (P40(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77])). % 86.55/86.50 cnf(1321,plain, % 86.55/86.50 (P57(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79])). % 86.55/86.50 cnf(1322,plain, % 86.55/86.50 (P41(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84])). % 86.55/86.50 cnf(1323,plain, % 86.55/86.50 (P5(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,186,199,209,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87])). % 86.55/86.50 cnf(1324,plain, % 86.55/86.50 (P18(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,186,199,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88])). % 86.55/86.50 cnf(1325,plain, % 86.55/86.50 (P60(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,182,186,199,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89])). % 86.55/86.50 cnf(1326,plain, % 86.55/86.50 (P48(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,182,186,199,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90])). % 86.55/86.50 cnf(1327,plain, % 86.55/86.50 (P67(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91])). % 86.55/86.50 cnf(1328,plain, % 86.55/86.50 (P24(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92])). % 86.55/86.50 cnf(1329,plain, % 86.55/86.50 (P42(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,146,148,151,152,154,157,160,162,163,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93])). % 86.55/86.50 cnf(1330,plain, % 86.55/86.50 (P33(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94])). % 86.55/86.50 cnf(1331,plain, % 86.55/86.50 (P58(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95])). % 86.55/86.50 cnf(1332,plain, % 86.55/86.50 (P34(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96])). % 86.55/86.50 cnf(1333,plain, % 86.55/86.50 (P13(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,174,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97])). % 86.55/86.50 cnf(1334,plain, % 86.55/86.50 (P43(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,174,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98])). % 86.55/86.50 cnf(1335,plain, % 86.55/86.50 (P25(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,174,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99])). % 86.55/86.50 cnf(1336,plain, % 86.55/86.50 (P6(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,182,186,199,207,209,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100])). % 86.55/86.50 cnf(1337,plain, % 86.55/86.50 (P68(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,182,186,199,207,209,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104])). % 86.55/86.50 cnf(1338,plain, % 86.55/86.50 (P55(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,182,186,199,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105])). % 86.55/86.50 cnf(1339,plain, % 86.55/86.50 (P26(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,182,186,199,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106])). % 86.55/86.50 cnf(1340,plain, % 86.55/86.50 (P50(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,182,186,199,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107])). % 86.55/86.50 cnf(1341,plain, % 86.55/86.50 (P52(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,182,186,194,199,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108])). % 86.55/86.50 cnf(1342,plain, % 86.55/86.50 (P30(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,182,186,194,199,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109])). % 86.55/86.50 cnf(1343,plain, % 86.55/86.50 (P38(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,186,194,199,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110])). % 86.55/86.50 cnf(1344,plain, % 86.55/86.50 (P44(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,186,194,199,202,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111])). % 86.55/86.50 cnf(1345,plain, % 86.55/86.50 (P15(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,186,194,197,199,202,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112])). % 86.55/86.50 cnf(1346,plain, % 86.55/86.50 (P49(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,194,197,199,202,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114])). % 86.55/86.50 cnf(1347,plain, % 86.55/86.50 (P65(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,194,197,199,202,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115])). % 86.55/86.50 cnf(1348,plain, % 86.55/86.50 (P62(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,194,197,199,202,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117])). % 86.55/86.50 cnf(1349,plain, % 86.55/86.50 (P39(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,194,197,199,202,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118])). % 86.55/86.50 cnf(1350,plain, % 86.55/86.50 (P54(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,194,197,199,202,205,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119])). % 86.55/86.50 cnf(1351,plain, % 86.55/86.50 (P51(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,197,199,202,205,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121])). % 86.55/86.50 cnf(1352,plain, % 86.55/86.50 (P64(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,197,199,202,205,207,209,214,216,229,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122])). % 86.55/86.50 cnf(1353,plain, % 86.55/86.50 (P19(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,197,199,202,205,207,209,214,216,229,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123])). % 86.55/86.50 cnf(1354,plain, % 86.55/86.50 (P66(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,197,199,202,205,206,207,209,214,216,229,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124])). % 86.55/86.50 cnf(1355,plain, % 86.55/86.50 (P56(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,197,199,202,205,206,207,209,214,216,218,229,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125])). % 86.55/86.50 cnf(1356,plain, % 86.55/86.50 (P63(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,202,205,206,207,209,214,216,218,229,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126])). % 86.55/86.50 cnf(1357,plain, % 86.55/86.50 (P22(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,202,205,206,207,209,214,216,218,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127])). % 86.55/86.50 cnf(1358,plain, % 86.55/86.50 (P45(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,202,205,206,207,209,214,216,218,220,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128])). % 86.55/86.50 cnf(1359,plain, % 86.55/86.50 (P70(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,202,205,206,207,209,210,214,216,218,220,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129])). % 86.55/86.50 cnf(1360,plain, % 86.55/86.50 (P37(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,205,206,207,209,210,214,216,218,220,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130])). % 86.55/86.50 cnf(1361,plain, % 86.55/86.50 (P17(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,205,206,207,209,210,214,216,218,220,225,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131])). % 86.55/86.50 cnf(1362,plain, % 86.55/86.50 (P53(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,209,210,214,216,218,220,225,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134])). % 86.55/86.50 cnf(1363,plain, % 86.55/86.50 (P27(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,209,210,212,214,216,218,220,225,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135])). % 86.55/86.50 cnf(1364,plain, % 86.55/86.50 (P16(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,209,210,212,214,216,218,220,223,225,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136])). % 86.55/86.50 cnf(1365,plain, % 86.55/86.50 (P32(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,209,210,212,214,216,218,220,222,223,225,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137])). % 86.55/86.50 cnf(1366,plain, % 86.55/86.50 (P7(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138])). % 86.55/86.50 cnf(1367,plain, % 86.55/86.50 (P46(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139])). % 86.55/86.50 cnf(1368,plain, % 86.55/86.50 (P28(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140])). % 86.55/86.50 cnf(1369,plain, % 86.55/86.50 (P21(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141])). % 86.55/86.50 cnf(1370,plain, % 86.55/86.50 (P69(f10(f4(a1),a1,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142])). % 86.55/86.50 cnf(1371,plain, % 86.55/86.50 (~E(f8(f13(f4(a1),a1),a1),f4(a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356])). % 86.55/86.50 cnf(1373,plain, % 86.55/86.50 (~E(f11(x13731,f4(a1),a1),x13731)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473])). % 86.55/86.50 cnf(1375,plain, % 86.55/86.50 (~E(f10(f4(a1),f4(a1),a1),f3(a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478])). % 86.55/86.50 cnf(1377,plain, % 86.55/86.50 (~E(f10(f14(f4(a1)),f14(f4(a1)),a1),f3(a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479])). % 86.55/86.50 cnf(1379,plain, % 86.55/86.50 (~P8(f34(x13791,x13792),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534])). % 86.55/86.50 cnf(1381,plain, % 86.55/86.50 (E(f11(f10(x13811,x13812,a1),f11(f10(f7(x13813,x13811,a1),x13812,a1),x13814,a1),a1),f11(f10(x13813,x13812,a1),x13814,a1))), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607])). % 86.55/86.50 cnf(1383,plain, % 86.55/86.50 (E(f11(f10(f7(x13831,x13831,a1),x13832,a1),x13833,a1),x13833)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619])). % 86.55/86.50 cnf(1385,plain, % 86.55/86.50 (~P9(f8(f34(x13851,x13852),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671])). % 86.55/86.50 cnf(1387,plain, % 86.55/86.50 (~P9(f4(a1),f8(f4(a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674])). % 86.55/86.50 cnf(1388,plain, % 86.55/86.50 (~P9(x13881,x13881,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1390,plain, % 86.55/86.50 (~P8(f8(f5(f4(a1),a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675])). % 86.55/86.50 cnf(1392,plain, % 86.55/86.50 (~P9(f8(f3(a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676])). % 86.55/86.50 cnf(1393,plain, % 86.55/86.50 (~P9(x13931,x13931,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1395,plain, % 86.55/86.50 (~P8(f3(a1),f8(f13(f5(f4(a1),a1),a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677])). % 86.55/86.50 cnf(1397,plain, % 86.55/86.50 (~P8(f4(a1),f8(f3(a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678])). % 86.55/86.50 cnf(1398,plain, % 86.55/86.50 (~P9(x13981,x13981,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1400,plain, % 86.55/86.50 (~P9(f3(a1),f8(f3(a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679])). % 86.55/86.50 cnf(1401,plain, % 86.55/86.50 (~P9(x14011,x14011,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1404,plain, % 86.55/86.50 (~P9(x14041,x14041,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1406,plain, % 86.55/86.50 (~P9(f15(a33,a2),a28,a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707])). % 86.55/86.50 cnf(1407,plain, % 86.55/86.50 (~P9(x14071,x14071,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1410,plain, % 86.55/86.50 (~P9(x14101,x14101,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1413,plain, % 86.55/86.50 (~P9(x14131,x14131,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1416,plain, % 86.55/86.50 (~P9(x14161,x14161,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1418,plain, % 86.55/86.50 (~P9(f15(a33,a2),f11(f4(a1),f5(a28,a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711])). % 86.55/86.50 cnf(1419,plain, % 86.55/86.50 (~P9(x14191,x14191,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1421,plain, % 86.55/86.50 (~P9(f5(f4(a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712])). % 86.55/86.50 cnf(1422,plain, % 86.55/86.50 (~P9(x14221,x14221,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1425,plain, % 86.55/86.50 (P8(x14251,f14(f11(f10(x14251,x14251,a1),f10(x14252,x14252,a1),a1)),a1)), % 86.55/86.50 inference(rename_variables,[],[261])). % 86.55/86.50 cnf(1428,plain, % 86.55/86.50 (~P9(f11(f34(x14281,x14282),x14283,a1),x14283,a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810])). % 86.55/86.50 cnf(1429,plain, % 86.55/86.50 (~P9(x14291,x14291,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1431,plain, % 86.55/86.50 (~P8(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873])). % 86.55/86.50 cnf(1433,plain, % 86.55/86.50 (~P8(f3(a1),f10(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874])). % 86.55/86.50 cnf(1435,plain, % 86.55/86.50 (~P8(f3(a1),f10(f5(f4(a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875])). % 86.55/86.50 cnf(1437,plain, % 86.55/86.50 (~P8(f10(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880])). % 86.55/86.50 cnf(1440,plain, % 86.55/86.50 (~P9(x14401,x14401,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1443,plain, % 86.55/86.50 (~P9(x14431,x14431,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1445,plain, % 86.55/86.50 (~P9(f11(f10(f7(x14451,x14451,a1),x14452,a1),x14453,a1),x14453,a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937])). % 86.55/86.50 cnf(1446,plain, % 86.55/86.50 (P8(x14461,x14461,a1)), % 86.55/86.50 inference(rename_variables,[],[243])). % 86.55/86.50 cnf(1448,plain, % 86.55/86.50 (~P10(f10(f4(a1),f3(a1),a1),f10(f4(a1),f4(a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974])). % 86.55/86.50 cnf(1450,plain, % 86.55/86.50 (~P10(f10(f3(a1),f4(a1),a1),f10(f4(a1),f4(a1),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975])). % 86.55/86.50 cnf(1452,plain, % 86.55/86.50 (~P9(f10(f9(x14521,f34(x14522,x14523),a1),f34(x14522,x14523),a1),x14521,a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993])). % 86.55/86.50 cnf(1453,plain, % 86.55/86.50 (~P9(x14531,x14531,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1455,plain, % 86.55/86.50 (~P9(x14551,f10(f9(x14551,f34(x14552,x14553),a1),f34(x14552,x14553),a1),a1)), % 86.55/86.50 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,244,246,258,259,252,251,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995])). % 86.55/86.50 cnf(1456,plain, % 86.55/86.50 (~P9(x14561,x14561,a1)), % 86.55/86.50 inference(rename_variables,[],[265])). % 86.55/86.50 cnf(1459,plain, % 86.55/86.50 (~P9(f11(f5(x14591,a1),f4(a1),a1),x14591,a1)), % 86.55/86.50 inference(rename_variables,[],[268])). % 86.55/86.51 cnf(1462,plain, % 86.55/86.51 (~P9(f11(f5(x14621,a1),f4(a1),a1),x14621,a1)), % 86.55/86.51 inference(rename_variables,[],[268])). % 86.55/86.51 cnf(1469,plain, % 86.55/86.51 (~P9(x14691,x14691,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1471,plain, % 86.55/86.51 (~P9(f10(f3(a1),x14711,a1),f10(f3(a1),x14712,a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022])). % 86.55/86.51 cnf(1472,plain, % 86.55/86.51 (~P9(x14721,x14721,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1474,plain, % 86.55/86.51 (~P9(f7(f4(a1),f5(f7(f3(a1),f4(a1),a1),a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099])). % 86.55/86.51 cnf(1475,plain, % 86.55/86.51 (~P9(x14751,x14751,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1478,plain, % 86.55/86.51 (~P8(f9(f3(a1),f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997])). % 86.55/86.51 cnf(1480,plain, % 86.55/86.51 (~P8(f11(f34(x14801,x14802),x14803,a1),x14803,a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818])). % 86.55/86.51 cnf(1481,plain, % 86.55/86.51 (~P9(x14811,x14811,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1483,plain, % 86.55/86.51 (~P9(f11(f3(a1),x14831,a1),x14831,a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819])). % 86.55/86.51 cnf(1484,plain, % 86.55/86.51 (~P9(x14841,x14841,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1485,plain, % 86.55/86.51 (P8(x14851,x14851,a1)), % 86.55/86.51 inference(rename_variables,[],[243])). % 86.55/86.51 cnf(1487,plain, % 86.55/86.51 (~P8(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885])). % 86.55/86.51 cnf(1490,plain, % 86.55/86.51 (~P9(x14901,x14901,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1492,plain, % 86.55/86.51 (~P8(f3(a1),f9(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887])). % 86.55/86.51 cnf(1494,plain, % 86.55/86.51 (~P8(f3(a1),f9(f5(f4(a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888])). % 86.55/86.51 cnf(1497,plain, % 86.55/86.51 (~P9(x14971,x14971,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1500,plain, % 86.55/86.51 (~P9(f11(f5(x15001,a1),f4(a1),a1),x15001,a1)), % 86.55/86.51 inference(rename_variables,[],[268])). % 86.55/86.51 cnf(1501,plain, % 86.55/86.51 (~P9(x15011,x15011,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1503,plain, % 86.55/86.51 (~P9(f3(a1),f9(x15031,f3(a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893])). % 86.55/86.51 cnf(1504,plain, % 86.55/86.51 (~P9(x15041,x15041,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1506,plain, % 86.55/86.51 (~P9(f3(a1),f9(f3(a1),x15061,a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894])). % 86.55/86.51 cnf(1507,plain, % 86.55/86.51 (~P9(x15071,x15071,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1509,plain, % 86.55/86.51 (~P9(f9(x15091,f3(a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897])). % 86.55/86.51 cnf(1510,plain, % 86.55/86.51 (~P9(x15101,x15101,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1512,plain, % 86.55/86.51 (~P9(f9(f3(a1),x15121,a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898])). % 86.55/86.51 cnf(1513,plain, % 86.55/86.51 (~P9(x15131,x15131,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1515,plain, % 86.55/86.51 (~P8(f9(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899])). % 86.55/86.51 cnf(1519,plain, % 86.55/86.51 (~P9(f9(f10(x15191,f34(x15192,x15193),a1),f34(x15192,x15193),a1),x15191,a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999])). % 86.55/86.51 cnf(1520,plain, % 86.55/86.51 (~P9(x15201,x15201,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1524,plain, % 86.55/86.51 (~P9(x15241,f9(f10(x15241,f34(x15242,x15243),a1),f34(x15242,x15243),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003])). % 86.55/86.51 cnf(1525,plain, % 86.55/86.51 (~P9(x15251,x15251,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1528,plain, % 86.55/86.51 (~P9(x15281,x15281,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1531,plain, % 86.55/86.51 (~P9(x15311,x15311,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1534,plain, % 86.55/86.51 (P8(f9(x15341,f3(a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883])). % 86.55/86.51 cnf(1535,plain, % 86.55/86.51 (~P9(x15351,x15351,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1536,plain, % 86.55/86.51 (P8(x15361,x15361,a1)), % 86.55/86.51 inference(rename_variables,[],[243])). % 86.55/86.51 cnf(1538,plain, % 86.55/86.51 (~P9(f3(a1),f13(f13(f9(x15381,f3(a1),a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884])). % 86.55/86.51 cnf(1539,plain, % 86.55/86.51 (~P9(x15391,x15391,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1541,plain, % 86.55/86.51 (~P8(f5(f4(a1),a1),f9(x15411,f3(a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940])). % 86.55/86.51 cnf(1542,plain, % 86.55/86.51 (~P9(x15421,x15421,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1544,plain, % 86.55/86.51 (~P9(f3(a1),f9(x15441,f14(f3(a1)),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941])). % 86.55/86.51 cnf(1545,plain, % 86.55/86.51 (~P9(x15451,x15451,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1547,plain, % 86.55/86.51 (~P8(f9(x15471,f3(a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,251,267,261,1168,1196,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942])). % 86.55/86.51 cnf(1548,plain, % 86.55/86.51 (~P9(x15481,x15481,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1552,plain, % 86.55/86.51 (P8(f3(a1),f9(f14(f11(f10(f10(f3(a1),f3(a1),a1),f10(f3(a1),f3(a1),a1),a1),f10(x15521,x15521,a1),a1)),f3(a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,251,267,261,1168,1196,1425,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043])). % 86.55/86.51 cnf(1553,plain, % 86.55/86.51 (~P9(x15531,x15531,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1554,plain, % 86.55/86.51 (P8(x15541,x15541,a1)), % 86.55/86.51 inference(rename_variables,[],[243])). % 86.55/86.51 cnf(1555,plain, % 86.55/86.51 (P8(x15551,f14(f11(f10(x15551,x15551,a1),f10(x15552,x15552,a1),a1)),a1)), % 86.55/86.51 inference(rename_variables,[],[261])). % 86.55/86.51 cnf(1557,plain, % 86.55/86.51 (~P8(f5(f4(a1),a1),f10(f3(a1),f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,251,267,261,1168,1196,1425,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045])). % 86.55/86.51 cnf(1558,plain, % 86.55/86.51 (P8(x15581,x15581,a1)), % 86.55/86.51 inference(rename_variables,[],[243])). % 86.55/86.51 cnf(1560,plain, % 86.55/86.51 (P8(f9(x15601,f3(a1),a1),f9(f10(f9(x15601,f3(a1),a1),f3(a1),a1),f3(a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,251,267,261,1168,1196,1425,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047])). % 86.55/86.51 cnf(1561,plain, % 86.55/86.51 (~P9(x15611,x15611,a1)), % 86.55/86.51 inference(rename_variables,[],[265])). % 86.55/86.51 cnf(1562,plain, % 86.55/86.51 (P8(x15621,x15621,a1)), % 86.55/86.51 inference(rename_variables,[],[243])). % 86.55/86.51 cnf(1566,plain, % 86.55/86.51 (P8(x15661,x15661,a1)), % 86.55/86.51 inference(rename_variables,[],[243])). % 86.55/86.51 cnf(1569,plain, % 86.55/86.51 (P8(x15691,x15691,a1)), % 86.55/86.51 inference(rename_variables,[],[243])). % 86.55/86.51 cnf(1575,plain, % 86.55/86.51 (~E(f14(f13(f4(a1),a1)),f4(a1))), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271])). % 86.55/86.51 cnf(1577,plain, % 86.55/86.51 (~P9(x15771,x15771,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271,448])). % 86.55/86.51 cnf(1579,plain, % 86.55/86.51 (~P8(f14(f5(f4(a1),a1)),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271,448,552])). % 86.55/86.51 cnf(1581,plain, % 86.55/86.51 (~P8(f3(a1),f14(f13(f5(f4(a1),a1),a1)),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271,448,552,556])). % 86.55/86.51 cnf(1583,plain, % 86.55/86.51 (~P8(f4(a1),f14(f8(f3(a1),a1)),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271,448,552,556,557])). % 86.55/86.51 cnf(1585,plain, % 86.55/86.51 (P8(x15851,x15852,f10(f4(a1),a1,a1))+P8(x15852,x15851,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271,448,552,556,557,494])). % 86.55/86.51 cnf(1587,plain, % 86.55/86.51 (~P9(f5(f4(a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271,448,552,556,557,494,527])). % 86.55/86.51 cnf(1589,plain, % 86.55/86.51 (~P9(f3(a1),f13(f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271,448,552,556,557,494,527,528])). % 86.55/86.51 cnf(1591,plain, % 86.55/86.51 (P8(x15911,x15912,f10(f4(a1),a1,a1))+P8(f13(x15911,f10(f4(a1),a1,a1)),f13(x15912,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[269,243,1171,1201,1203,1296,1299,1446,1485,1536,1554,1558,1562,1566,1569,265,1176,1181,1184,1187,1190,1238,1246,1249,1254,1259,1266,1269,1274,1282,1290,1293,1306,1308,1388,1393,1398,1401,1404,1407,1410,1413,1416,1419,1422,1429,1440,1443,1453,1456,1469,1472,1475,1481,1484,1490,1497,1501,1504,1507,1510,1513,1520,1525,1528,1531,1535,1539,1542,1545,1548,1553,1561,248,247,143,144,150,156,159,172,173,179,187,190,193,268,1243,1277,1287,1459,1462,1500,244,246,258,259,252,257,251,267,261,1168,1196,1425,1555,262,192,146,148,151,152,154,157,160,162,163,165,166,168,169,170,174,176,177,180,182,184,186,188,191,194,195,196,197,199,200,202,204,205,206,207,208,209,210,212,214,216,218,220,222,223,225,227,229,231,233,235,237,239,263,266,471,514,561,577,270,395,462,554,555,558,559,2,497,622,971,73,74,75,340,344,345,346,347,348,397,461,468,475,487,488,506,529,592,637,639,657,658,659,660,661,662,683,685,686,688,689,691,791,792,793,794,795,811,824,1123,1125,1126,1128,3,67,68,69,70,71,78,80,85,86,101,102,103,120,72,76,77,79,84,87,88,89,90,91,92,93,94,95,96,97,98,99,100,104,105,106,107,108,109,110,111,112,114,115,117,118,119,121,122,123,124,125,126,127,128,129,130,131,134,135,136,137,138,139,140,141,142,356,473,478,479,534,607,619,671,674,675,676,677,678,679,680,707,708,709,710,711,712,756,810,873,874,875,880,909,910,937,974,975,993,995,1012,1013,1014,1015,1021,1022,1099,997,818,819,885,886,887,888,891,892,893,894,897,898,899,900,999,1001,1003,881,882,883,884,940,941,942,943,1043,1045,1047,1057,1066,1067,271,448,552,556,557,494,527,528,696])). % 86.55/86.51 cnf(1639,plain, % 86.55/86.51 (~P8(f36(x16391,a32,x16392),f15(x16393,a2),a1)+P8(x16392,f15(f17(f16(x16391,a32,a2),x16393,a2),a2),a1)), % 86.55/86.51 inference(scs_inference,[],[264,1112])). % 86.55/86.51 cnf(1640,plain, % 86.55/86.51 (~P8(f37(x16401,a32,x16402),f15(x16403,a2),a1)+P8(x16402,f15(f17(f16(x16401,a32,a2),x16403,a2),a2),a1)), % 86.55/86.51 inference(scs_inference,[],[264,1113])). % 86.55/86.51 cnf(1641,plain, % 86.55/86.51 (~P8(f14(f11(f34(x16411,x16412),f4(a1),a1)),f4(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1480,553])). % 86.55/86.51 cnf(1642,plain, % 86.55/86.51 (~P8(f11(f34(x16421,x16422),x16423,a1),x16423,a1)), % 86.55/86.51 inference(rename_variables,[],[1480])). % 86.55/86.51 cnf(1644,plain, % 86.55/86.51 (E(f5(f5(f4(a1),a1),a1),f5(f4(a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1421,1480,553,395])). % 86.55/86.51 cnf(1646,plain, % 86.55/86.51 (~P8(f4(a1),f14(f14(f8(f3(a1),a1))),a1)), % 86.55/86.51 inference(scs_inference,[],[1421,1480,1583,553,395,557])). % 86.55/86.51 cnf(1648,plain, % 86.55/86.51 (~E(f14(f5(f4(a1),a1)),f3(a1))), % 86.55/86.51 inference(scs_inference,[],[1421,1480,1583,1219,553,395,557,462])). % 86.55/86.51 cnf(1650,plain, % 86.55/86.51 (~E(f14(f11(f4(a1),f4(a1),a1)),f4(a1))), % 86.55/86.51 inference(scs_inference,[],[1421,1373,1480,1583,1219,553,395,557,462,271])). % 86.55/86.51 cnf(1651,plain, % 86.55/86.51 (~E(f11(x16511,f4(a1),a1),x16511)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1653,plain, % 86.55/86.51 (~P9(f14(f5(f4(a1),a1)),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1421,1373,1480,1583,1219,553,395,557,462,271,554])). % 86.55/86.51 cnf(1655,plain, % 86.55/86.51 (P8(x16551,f11(f10(f5(f14(x16551),a1),f5(f14(x16551),a1),a1),f10(x16552,x16552,a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1195,1421,1373,1480,1583,1219,553,395,557,462,271,554,561])). % 86.55/86.51 cnf(1656,plain, % 86.55/86.51 (P8(x16561,f14(f11(f10(f5(x16561,a1),f5(x16561,a1),a1),f10(x16562,x16562,a1),a1)),a1)), % 86.55/86.51 inference(rename_variables,[],[1195])). % 86.55/86.51 cnf(1658,plain, % 86.55/86.51 (~P9(f3(a1),f14(f13(f5(f4(a1),a1),a1)),a1)), % 86.55/86.51 inference(scs_inference,[],[1195,1589,1421,1373,1480,1583,1219,553,395,557,462,271,554,561,558])). % 86.55/86.51 cnf(1662,plain, % 86.55/86.51 (P8(f13(f5(f4(a1),a1),a1),f9(f3(a1),f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1195,1478,1589,1421,1279,1373,1480,1583,1219,553,395,557,462,271,554,561,558,556,471])). % 86.55/86.51 cnf(1664,plain, % 86.55/86.51 (~E(f14(f11(f3(a1),f4(a1),a1)),f3(a1))), % 86.55/86.51 inference(scs_inference,[],[1195,1478,1589,1421,1279,1373,1651,1480,1583,1219,553,395,557,462,271,554,561,558,556,471,270])). % 86.55/86.51 cnf(1665,plain, % 86.55/86.51 (~E(f11(x16651,f4(a1),a1),x16651)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1667,plain, % 86.55/86.51 (~P8(f14(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1)),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1195,1478,1589,1421,1271,1279,1373,1651,1480,1583,1219,553,395,557,462,271,554,561,558,556,471,270,552])). % 86.55/86.51 cnf(1669,plain, % 86.55/86.51 (~P9(f9(f3(a1),f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1195,1478,1589,1421,1271,1279,1373,1651,1480,1583,1219,553,395,557,462,271,554,561,558,556,471,270,552,514])). % 86.55/86.51 cnf(1671,plain, % 86.55/86.51 (~P9(f4(a1),f14(f10(f9(f4(a1),f34(x16711,x16712),a1),f34(x16711,x16712),a1)),a1)), % 86.55/86.51 inference(scs_inference,[],[1195,1478,1589,1421,1271,1279,1373,1651,1480,1455,1583,1219,553,395,557,462,271,554,561,558,556,471,270,552,514,559])). % 86.55/86.51 cnf(1672,plain, % 86.55/86.51 (~P9(x16721,f10(f9(x16721,f34(x16722,x16723),a1),f34(x16722,x16723),a1),a1)), % 86.55/86.51 inference(rename_variables,[],[1455])). % 86.55/86.51 cnf(1674,plain, % 86.55/86.51 (P8(x16741,f14(f11(f10(f5(f5(x16741,a1),a1),f5(f5(x16741,a1),a1),a1),f10(x16742,x16742,a1),a1)),a1)), % 86.55/86.51 inference(scs_inference,[],[1195,1656,1478,1589,1421,1271,1279,1373,1651,1480,1455,1583,1219,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577])). % 86.55/86.51 cnf(1675,plain, % 86.55/86.51 (P8(x16751,f14(f11(f10(f5(x16751,a1),f5(x16751,a1),a1),f10(x16752,x16752,a1),a1)),a1)), % 86.55/86.51 inference(rename_variables,[],[1195])). % 86.55/86.51 cnf(1677,plain, % 86.55/86.51 (~P9(f14(f11(f34(x16771,x16772),f4(a1),a1)),f4(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1195,1656,1478,1589,1421,1271,1279,1373,1651,1428,1480,1455,1583,1219,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555])). % 86.55/86.51 cnf(1678,plain, % 86.55/86.51 (~P9(f11(f34(x16781,x16782),x16783,a1),x16783,a1)), % 86.55/86.51 inference(rename_variables,[],[1428])). % 86.55/86.51 cnf(1680,plain, % 86.55/86.51 (E(x16801,f11(f10(f7(x16802,x16802,a1),x16803,a1),x16801,a1))), % 86.55/86.51 inference(scs_inference,[],[1195,1656,1478,1589,1421,1271,1279,1383,1373,1651,1428,1480,1455,1583,1219,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2])). % 86.55/86.51 cnf(1681,plain, % 86.55/86.51 (P8(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f5(f11(a29,f15(a30,a2),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1195,1656,1170,1478,1589,1421,1271,1279,1383,1373,1651,1428,1480,1455,1583,1219,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693])). % 86.55/86.51 cnf(1682,plain, % 86.55/86.51 (P8(x16821,f5(x16821,a1),a1)), % 86.55/86.51 inference(rename_variables,[],[1170])). % 86.55/86.51 cnf(1684,plain, % 86.55/86.51 (~P8(f13(f13(f5(f4(a1),a1),a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1195,1656,1170,1478,1589,1240,1421,1271,1279,1383,1373,1651,1428,1480,1455,1583,1219,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641])). % 86.55/86.51 cnf(1686,plain, % 86.55/86.51 (~P8(f11(f11(f34(x16861,x16862),f11(x16863,f5(x16864,a1),a1),a1),x16864,a1),x16863,a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1195,1656,1170,1478,1589,1240,1421,1271,1279,1383,1373,1651,1428,1480,1642,1455,1583,1219,169,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969])). % 86.55/86.51 cnf(1687,plain, % 86.55/86.51 (~P8(f11(f34(x16871,x16872),x16873,a1),x16873,a1)), % 86.55/86.51 inference(rename_variables,[],[1480])). % 86.55/86.51 cnf(1689,plain, % 86.55/86.51 (~E(f11(f10(x16891,x16892,a1),f4(a1),a1),f11(f10(x16893,x16892,a1),f10(f7(x16891,x16893,a1),x16892,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1195,1656,1170,1478,1589,1240,1421,1271,1279,1383,1373,1651,1665,1428,1480,1642,1455,1583,1219,169,182,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107])). % 86.55/86.51 cnf(1690,plain, % 86.55/86.51 (~E(f11(x16901,f4(a1),a1),x16901)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1693,plain, % 86.55/86.51 (~P8(f11(f34(x16931,x16932),x16933,a1),x16933,a1)), % 86.55/86.51 inference(rename_variables,[],[1480])). % 86.55/86.51 cnf(1695,plain, % 86.55/86.51 (P10(f5(f4(a1),a1),f4(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1195,1656,1170,1478,1589,1240,1421,1271,1279,1383,1373,1651,1665,1428,1480,1642,1687,1455,1583,1219,169,182,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470])). % 86.55/86.51 cnf(1699,plain, % 86.55/86.51 (~P9(f34(x16991,x16992),f3(a1),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1195,1656,1170,1478,1589,1240,1316,1421,1271,1279,1383,1373,1651,1665,1309,1428,1480,1642,1687,1455,1583,1219,169,182,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596])). % 86.55/86.51 cnf(1701,plain, % 86.55/86.51 (~P9(x17011,f11(f10(f7(x17012,x17012,a1),x17013,a1),x17011,a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1195,1656,1170,1478,1589,1240,1316,1421,1271,1279,1383,1373,1651,1665,1309,1428,1480,1642,1687,1455,1292,1583,1219,187,169,182,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827])). % 86.55/86.51 cnf(1702,plain, % 86.55/86.51 (~P9(f11(f10(x17021,x17022,a1),x17023,a1),f11(f10(x17024,x17022,a1),f11(f10(f7(x17021,x17024,a1),x17022,a1),x17023,a1),a1),a1)), % 86.55/86.51 inference(rename_variables,[],[1292])). % 86.55/86.51 cnf(1710,plain, % 86.55/86.51 (~E(f11(f11(f13(x17101,f10(f4(a1),a1,a1)),f4(a1),a1),x17101,f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1240,1316,1421,1271,1279,1383,1373,1651,1665,1690,1309,1428,1480,1642,1687,1455,1292,1583,1219,187,1323,169,182,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486])). % 86.55/86.51 cnf(1711,plain, % 86.55/86.51 (~E(f11(x17111,f4(a1),a1),x17111)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1716,plain, % 86.55/86.51 (~P9(x17161,f10(f9(x17161,f34(x17162,x17163),a1),f34(x17162,x17163),a1),a1)), % 86.55/86.51 inference(rename_variables,[],[1455])). % 86.55/86.51 cnf(1718,plain, % 86.55/86.51 (~E(f13(f34(x17181,x17182),a1),f3(a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1240,1316,1421,1271,1279,1383,1373,1651,1665,1690,1309,1305,1448,1428,1480,1642,1687,1455,1672,1292,1583,1219,187,1323,169,182,154,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349])). % 86.55/86.51 cnf(1722,plain, % 86.55/86.51 (~P9(f3(a1),f11(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1240,1316,1421,1271,1279,1383,1373,1651,1665,1690,1309,1305,1448,1428,1480,1642,1687,1455,1672,1292,1583,1219,187,1323,169,182,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795])). % 86.55/86.51 cnf(1726,plain, % 86.55/86.51 (E(f11(x17261,x17262,a1),f11(x17261,f11(f10(f7(x17263,x17263,a1),x17264,a1),x17262,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1240,1316,1421,1271,1279,1383,1373,1651,1665,1690,1309,1305,1448,1428,1480,1642,1687,1455,1672,1292,1583,1219,187,159,1323,169,182,174,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901])). % 86.55/86.51 cnf(1730,plain, % 86.55/86.51 (~P8(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1240,1316,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1455,1672,1292,1583,1219,187,159,1323,169,182,174,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529])). % 86.55/86.51 cnf(1731,plain, % 86.55/86.51 (~E(f11(x17311,f4(a1),a1),x17311)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1734,plain, % 86.55/86.51 (~P9(x17341,x17341,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(rename_variables,[],[1577])). % 86.55/86.51 cnf(1736,plain, % 86.55/86.51 (~P8(f13(f11(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1577,1240,1316,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1455,1672,1292,1583,1219,187,159,1323,1321,169,182,174,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661])). % 86.55/86.51 cnf(1738,plain, % 86.55/86.51 (~P8(f11(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1577,1240,1316,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1455,1672,1292,1583,1219,187,159,1323,1321,169,182,174,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791])). % 86.55/86.51 cnf(1740,plain, % 86.55/86.51 (~P8(f34(x17401,x17402),f13(f3(a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1577,1240,1316,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,159,1323,1321,169,182,174,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758])). % 86.55/86.51 cnf(1741,plain, % 86.55/86.51 (~P8(f11(f34(x17411,x17412),x17413,a1),x17413,a1)), % 86.55/86.51 inference(rename_variables,[],[1480])). % 86.55/86.51 cnf(1745,plain, % 86.55/86.51 (~P9(f3(f10(f4(a1),a1,a1)),f13(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,1577,1734,1240,1316,1311,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,159,1323,1321,169,182,174,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658])). % 86.55/86.51 cnf(1746,plain, % 86.55/86.51 (~P9(x17461,x17461,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(rename_variables,[],[1577])). % 86.55/86.51 cnf(1750,plain, % 86.55/86.51 (P8(f11(f10(x17501,f7(x17502,x17501,a1),a1),f3(a1),a1),f11(f10(x17502,f7(x17502,x17501,a1),a1),f10(x17503,x17503,a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,257,1577,1734,1240,1316,1311,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,159,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126])). % 86.55/86.51 cnf(1751,plain, % 86.55/86.51 (P8(f3(a1),f11(f10(x17511,x17511,a1),f10(x17512,x17512,a1),a1),a1)), % 86.55/86.51 inference(rename_variables,[],[257])). % 86.55/86.51 cnf(1755,plain, % 86.55/86.51 (~P9(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,257,173,1577,1734,1240,1316,1311,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,159,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528])). % 86.55/86.51 cnf(1758,plain, % 86.55/86.51 (~P9(x17581,x17581,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(rename_variables,[],[1577])). % 86.55/86.51 cnf(1760,plain, % 86.55/86.51 (~P9(f13(f13(f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,257,173,1577,1734,1746,1240,1316,1311,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,159,1339,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662])). % 86.55/86.51 cnf(1762,plain, % 86.55/86.51 (P8(f3(f10(f4(a1),a1,a1)),f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1195,1656,1170,1478,1589,247,257,173,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1309,1221,1305,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,159,1339,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494])). % 86.55/86.51 cnf(1765,plain, % 86.55/86.51 (~E(f11(x17651,f4(a1),a1),x17651)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1767,plain, % 86.55/86.51 (P8(x17671,f5(x17671,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1373,1651,1665,1690,1711,1731,1309,1221,1305,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,159,1339,1328,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622])). % 86.55/86.51 cnf(1768,plain, % 86.55/86.51 (P8(x17681,x17681,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(rename_variables,[],[1204])). % 86.55/86.51 cnf(1772,plain, % 86.55/86.51 (P22(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1373,1651,1665,1690,1711,1731,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,150,159,1357,1339,1328,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127])). % 86.55/86.51 cnf(1773,plain, % 86.55/86.51 (E(x17731,f10(f4(a1),x17731,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1774,plain, % 86.55/86.51 (~E(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1373,1651,1665,1690,1711,1731,1765,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,150,159,1357,1339,1328,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346])). % 86.55/86.51 cnf(1775,plain, % 86.55/86.51 (~E(f11(x17751,f4(a1),a1),x17751)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1777,plain, % 86.55/86.51 (~P9(f3(a1),f12(f13(f5(f4(a1),a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1373,1651,1665,1690,1711,1731,1765,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,150,159,1357,1339,1328,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660])). % 86.55/86.51 cnf(1779,plain, % 86.55/86.51 (P60(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1373,1651,1665,1690,1711,1731,1765,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,150,159,1357,1339,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89])). % 86.55/86.51 cnf(1780,plain, % 86.55/86.51 (E(x17801,f10(f4(a1),x17801,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1781,plain, % 86.55/86.51 (P51(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1373,1651,1665,1690,1711,1731,1765,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,150,159,1357,1351,1339,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121])). % 86.55/86.51 cnf(1782,plain, % 86.55/86.51 (E(x17821,f10(f4(a1),x17821,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1785,plain, % 86.55/86.51 (P1(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1373,1651,1665,1690,1711,1731,1765,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,150,159,1357,1351,1339,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67])). % 86.55/86.51 cnf(1786,plain, % 86.55/86.51 (E(x17861,f10(f4(a1),x17861,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1787,plain, % 86.55/86.51 (P49(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1373,1651,1665,1690,1711,1731,1765,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1292,1583,1219,187,150,159,1357,1351,1346,1339,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114])). % 86.55/86.51 cnf(1788,plain, % 86.55/86.51 (E(x17881,f10(f4(a1),x17881,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1791,plain, % 86.55/86.51 (~E(f13(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1357,1351,1346,1339,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345])). % 86.55/86.51 cnf(1792,plain, % 86.55/86.51 (~E(f11(x17921,f4(a1),a1),x17921)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1794,plain, % 86.55/86.51 (P13(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1357,1351,1346,1339,1333,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97])). % 86.55/86.51 cnf(1795,plain, % 86.55/86.51 (E(x17951,f10(f4(a1),x17951,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1796,plain, % 86.55/86.51 (P55(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1357,1351,1346,1339,1338,1333,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105])). % 86.55/86.51 cnf(1797,plain, % 86.55/86.51 (E(x17971,f10(f4(a1),x17971,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1800,plain, % 86.55/86.51 (P24(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1357,1351,1346,1339,1338,1333,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92])). % 86.55/86.51 cnf(1801,plain, % 86.55/86.51 (E(x18011,f10(f4(a1),x18011,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1802,plain, % 86.55/86.51 (P6(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1357,1351,1346,1339,1338,1336,1333,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100])). % 86.55/86.51 cnf(1803,plain, % 86.55/86.51 (E(x18031,f10(f4(a1),x18031,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1804,plain, % 86.55/86.51 (P19(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1357,1353,1351,1346,1339,1338,1336,1333,1328,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123])). % 86.55/86.51 cnf(1805,plain, % 86.55/86.51 (E(x18051,f10(f4(a1),x18051,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1806,plain, % 86.55/86.51 (P48(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1357,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90])). % 86.55/86.51 cnf(1807,plain, % 86.55/86.51 (E(x18071,f10(f4(a1),x18071,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1808,plain, % 86.55/86.51 (P63(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1357,1356,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126])). % 86.55/86.51 cnf(1809,plain, % 86.55/86.51 (E(x18091,f10(f4(a1),x18091,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1810,plain, % 86.55/86.51 (P70(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1373,1651,1665,1690,1711,1731,1765,1775,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1359,1357,1356,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129])). % 86.55/86.51 cnf(1811,plain, % 86.55/86.51 (E(x18111,f10(f4(a1),x18111,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1812,plain, % 86.55/86.51 (~E(f12(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1373,1651,1665,1690,1711,1731,1765,1775,1792,1303,1557,1309,1221,1305,1263,1448,1428,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1359,1357,1356,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348])). % 86.55/86.51 cnf(1813,plain, % 86.55/86.51 (~E(f11(x18131,f4(a1),a1),x18131)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1815,plain, % 86.55/86.51 (~P9(f11(f11(f34(x18151,x18152),f3(a1),a1),f11(f34(x18151,x18152),f3(a1),a1),a1),f3(a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1373,1651,1665,1690,1711,1731,1765,1775,1792,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1359,1357,1356,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792])). % 86.55/86.51 cnf(1816,plain, % 86.55/86.51 (~P9(f11(f34(x18161,x18162),x18163,a1),x18163,a1)), % 86.55/86.51 inference(rename_variables,[],[1428])). % 86.55/86.51 cnf(1820,plain, % 86.55/86.51 (P57(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1373,1651,1665,1690,1711,1731,1765,1775,1792,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1359,1357,1356,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79])). % 86.55/86.51 cnf(1821,plain, % 86.55/86.51 (E(x18211,f10(f4(a1),x18211,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1822,plain, % 86.55/86.51 (P9(f3(f10(f4(a1),a1,a1)),f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1359,1357,1356,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461])). % 86.55/86.51 cnf(1823,plain, % 86.55/86.51 (~E(f11(x18231,f4(a1),a1),x18231)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1827,plain, % 86.55/86.51 (P69(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1359,1357,1356,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,1370,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142])). % 86.55/86.51 cnf(1828,plain, % 86.55/86.51 (E(x18281,f10(f4(a1),x18281,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1831,plain, % 86.55/86.51 (P23(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1450,1292,1583,1219,187,150,159,1359,1357,1356,1353,1351,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,1370,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80])). % 86.55/86.51 cnf(1832,plain, % 86.55/86.51 (E(x18321,f10(f4(a1),x18321,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1834,plain, % 86.55/86.51 (~P9(x18341,f10(f9(x18341,f34(x18342,x18343),a1),f34(x18342,x18343),a1),a1)), % 86.55/86.51 inference(rename_variables,[],[1455])). % 86.55/86.51 cnf(1837,plain, % 86.55/86.51 (P65(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1716,1450,1292,1583,1219,1474,187,150,159,1359,1357,1356,1353,1351,1347,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,1370,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115])). % 86.55/86.51 cnf(1838,plain, % 86.55/86.51 (E(x18381,f10(f4(a1),x18381,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1839,plain, % 86.55/86.51 (P32(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1716,1450,1292,1583,1219,1474,187,150,159,1365,1359,1357,1356,1353,1351,1347,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,1370,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137])). % 86.55/86.51 cnf(1840,plain, % 86.55/86.51 (E(x18401,f10(f4(a1),x18401,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1841,plain, % 86.55/86.51 (E(f11(f10(x18411,x18412,a1),x18413,a1),f11(f10(x18414,x18412,a1),f11(f10(f7(x18411,x18414,a1),x18412,a1),x18413,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,187,150,159,1365,1359,1357,1356,1353,1351,1347,1346,1339,1338,1336,1333,1328,1326,1325,1323,1321,1320,1370,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517])). % 86.55/86.51 cnf(1844,plain, % 86.55/86.51 (P18(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,187,150,159,1365,1359,1357,1356,1353,1351,1347,1346,1339,1338,1336,1333,1328,1326,1325,1324,1323,1321,1320,1370,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88])). % 86.55/86.51 cnf(1845,plain, % 86.55/86.51 (E(x18451,f10(f4(a1),x18451,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1846,plain, % 86.55/86.51 (P31(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,187,150,159,1365,1359,1357,1356,1353,1351,1347,1346,1339,1338,1336,1333,1328,1326,1325,1324,1323,1321,1320,1370,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101])). % 86.55/86.51 cnf(1847,plain, % 86.55/86.51 (E(x18471,f10(f4(a1),x18471,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1848,plain, % 86.55/86.51 (P62(f10(a1,f4(a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,248,187,150,159,1365,1359,1357,1356,1353,1351,1348,1347,1346,1339,1338,1336,1333,1328,1326,1325,1324,1323,1321,1320,1370,169,182,174,146,154,162,157,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117])). % 86.55/86.51 cnf(1849,plain, % 86.55/86.51 (E(f10(x18491,x18492,a1),f10(x18492,x18491,a1))), % 86.55/86.51 inference(rename_variables,[],[248])). % 86.55/86.51 cnf(1850,plain, % 86.55/86.51 (~P9(x18501,f10(f9(f11(f10(f7(x18502,x18502,a1),x18503,a1),x18501,a1),f34(x18504,x18505),a1),f34(x18504,x18505),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,248,187,150,159,1365,1359,1357,1356,1353,1351,1348,1347,1346,1339,1338,1336,1333,1328,1326,1325,1324,1323,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826])). % 86.55/86.51 cnf(1852,plain, % 86.55/86.51 (~P9(f11(f10(x18521,x18522,a1),f11(f34(x18523,x18524),f11(f10(f7(x18525,x18521,a1),x18522,a1),x18526,a1),a1),a1),f11(f10(x18525,x18522,a1),x18526,a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1816,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,248,187,150,159,1365,1359,1357,1356,1353,1351,1348,1347,1346,1339,1338,1336,1333,1328,1326,1325,1324,1323,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123])). % 86.55/86.51 cnf(1853,plain, % 86.55/86.51 (~P9(f11(f34(x18531,x18532),x18533,a1),x18533,a1)), % 86.55/86.51 inference(rename_variables,[],[1428])). % 86.55/86.51 cnf(1855,plain, % 86.55/86.51 (P67(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1816,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,248,187,150,159,1365,1359,1357,1356,1353,1351,1348,1347,1346,1339,1338,1336,1333,1328,1327,1326,1325,1324,1323,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91])). % 86.55/86.51 cnf(1856,plain, % 86.55/86.51 (E(x18561,f10(f4(a1),x18561,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1857,plain, % 86.55/86.51 (P8(f11(f10(x18571,x18572,a1),x18573,a1),f11(f10(x18574,x18572,a1),f5(f11(f10(f7(x18571,x18574,a1),x18572,a1),x18573,a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1303,1557,1309,1221,1305,1263,1448,1428,1678,1816,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,248,187,150,159,1365,1359,1357,1356,1353,1351,1348,1347,1346,1339,1338,1336,1333,1328,1327,1326,1325,1324,1323,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128])). % 86.55/86.51 cnf(1858,plain, % 86.55/86.51 (P8(x18581,f5(x18581,a1),a1)), % 86.55/86.51 inference(rename_variables,[],[1170])). % 86.55/86.51 cnf(1860,plain, % 86.55/86.51 (~P10(f3(f10(f4(a1),a1,a1)),f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1305,1263,1448,1428,1678,1816,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,248,187,150,159,1365,1359,1357,1356,1353,1351,1348,1347,1346,1339,1338,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475])). % 86.55/86.51 cnf(1861,plain, % 86.55/86.51 (~E(f11(x18611,f4(a1),a1),x18611)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1863,plain, % 86.55/86.51 (P68(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1305,1263,1448,1428,1678,1816,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1474,248,187,150,159,1365,1359,1357,1356,1353,1351,1348,1347,1346,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104])). % 86.55/86.51 cnf(1864,plain, % 86.55/86.51 (E(x18641,f10(f4(a1),x18641,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1866,plain, % 86.55/86.51 (P8(f9(x18661,f3(a1),a1),f3(a1),a1)), % 86.55/86.51 inference(rename_variables,[],[1534])). % 86.55/86.51 cnf(1868,plain, % 86.55/86.51 (P44(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1305,1263,1448,1428,1678,1816,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1534,1552,1474,248,187,150,159,1365,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111])). % 86.55/86.51 cnf(1869,plain, % 86.55/86.51 (E(x18691,f10(f4(a1),x18691,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1870,plain, % 86.55/86.51 (P27(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1305,1263,1448,1428,1678,1816,1480,1642,1687,1693,1455,1672,1716,1450,1292,1702,1298,1583,1219,1534,1552,1474,248,187,150,159,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135])). % 86.55/86.51 cnf(1871,plain, % 86.55/86.51 (E(x18711,f10(f4(a1),x18711,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1872,plain, % 86.55/86.51 (~P8(f11(f34(x18721,x18722),f3(a1),a1),f13(f11(f34(x18721,x18722),f3(a1),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1305,1263,1448,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1292,1702,1298,1583,1219,1534,1552,1474,248,187,150,159,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,174,146,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638])). % 86.55/86.51 cnf(1873,plain, % 86.55/86.51 (~P8(f11(f34(x18731,x18732),x18733,a1),x18733,a1)), % 86.55/86.51 inference(rename_variables,[],[1480])). % 86.55/86.51 cnf(1877,plain, % 86.55/86.51 (P26(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1292,1702,1298,1583,1219,1534,1552,1474,248,187,150,159,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106])). % 86.55/86.51 cnf(1878,plain, % 86.55/86.51 (E(x18781,f10(f4(a1),x18781,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1880,plain, % 86.55/86.51 (~P9(x18801,x18801,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(rename_variables,[],[1577])). % 86.55/86.51 cnf(1884,plain, % 86.55/86.51 (~E(f16(x18841,f16(x18842,f16(a31,a32,a2),a2),a2),f3(f27(a2)))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506])). % 86.55/86.51 cnf(1886,plain, % 86.55/86.51 (~P9(f13(f13(x18861,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x18861,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691])). % 86.55/86.51 cnf(1887,plain, % 86.55/86.51 (~P9(x18871,x18871,f10(f4(a1),a1,a1))), % 86.55/86.51 inference(rename_variables,[],[1577])). % 86.55/86.51 cnf(1889,plain, % 86.55/86.51 (P8(f11(f10(f7(x18891,x18891,a1),x18892,a1),x18893,a1),x18893,a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970])). % 86.55/86.51 cnf(1892,plain, % 86.55/86.51 (P59(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102])). % 86.55/86.51 cnf(1893,plain, % 86.55/86.51 (E(x18931,f10(f4(a1),x18931,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1894,plain, % 86.55/86.51 (P43(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98])). % 86.55/86.51 cnf(1895,plain, % 86.55/86.51 (E(x18951,f10(f4(a1),x18951,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1896,plain, % 86.55/86.51 (P28(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1339,1338,1337,1336,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140])). % 86.55/86.51 cnf(1897,plain, % 86.55/86.51 (E(x18971,f10(f4(a1),x18971,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1898,plain, % 86.55/86.51 (P30(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1342,1339,1338,1337,1336,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109])). % 86.55/86.51 cnf(1899,plain, % 86.55/86.51 (E(x18991,f10(f4(a1),x18991,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1900,plain, % 86.55/86.51 (P41(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1342,1339,1338,1337,1336,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84])). % 86.55/86.51 cnf(1901,plain, % 86.55/86.51 (E(x19011,f10(f4(a1),x19011,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1902,plain, % 86.55/86.51 (P25(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99])). % 86.55/86.51 cnf(1903,plain, % 86.55/86.51 (E(x19031,f10(f4(a1),x19031,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1904,plain, % 86.55/86.51 (~E(f8(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1351,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344])). % 86.55/86.51 cnf(1905,plain, % 86.55/86.51 (~E(f11(x19051,f4(a1),a1),x19051)), % 86.55/86.51 inference(rename_variables,[],[1373])). % 86.55/86.51 cnf(1908,plain, % 86.55/86.51 (~P9(f11(f34(x19081,x19082),x19083,a1),x19083,a1)), % 86.55/86.51 inference(rename_variables,[],[1428])). % 86.55/86.51 cnf(1910,plain, % 86.55/86.51 (P39(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1351,1349,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118])). % 86.55/86.51 cnf(1911,plain, % 86.55/86.51 (E(x19111,f10(f4(a1),x19111,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1912,plain, % 86.55/86.51 (P61(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1351,1349,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120])). % 86.55/86.51 cnf(1913,plain, % 86.55/86.51 (E(x19131,f10(f4(a1),x19131,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1914,plain, % 86.55/86.51 (P64(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1480,1642,1687,1693,1741,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122])). % 86.55/86.51 cnf(1915,plain, % 86.55/86.51 (E(x19151,f10(f4(a1),x19151,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1917,plain, % 86.55/86.51 (~P8(f11(f34(x19171,x19172),x19173,a1),x19173,a1)), % 86.55/86.51 inference(rename_variables,[],[1480])). % 86.55/86.51 cnf(1918,plain, % 86.55/86.51 (P47(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72])). % 86.55/86.51 cnf(1919,plain, % 86.55/86.51 (E(x19191,f10(f4(a1),x19191,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1920,plain, % 86.55/86.51 (P3(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76])). % 86.55/86.51 cnf(1921,plain, % 86.55/86.51 (E(x19211,f10(f4(a1),x19211,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1922,plain, % 86.55/86.51 (P8(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f10(f4(a1),f11(a29,f15(a30,a2),a1),a1),a1)), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74])). % 86.55/86.51 cnf(1923,plain, % 86.55/86.51 (E(x19231,f10(f4(a1),x19231,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1924,plain, % 86.55/86.51 (~E(f3(a1),f11(f34(x19241,x19242),f34(x19243,x19244),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69])). % 86.55/86.51 cnf(1925,plain, % 86.55/86.51 (~P9(f11(f34(x19251,x19252),x19253,a1),x19253,a1)), % 86.55/86.51 inference(rename_variables,[],[1428])). % 86.55/86.51 cnf(1926,plain, % 86.55/86.51 (P9(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(a29,f15(a30,a2),a1),f10(f4(a1),a1,a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1344,1342,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71])). % 86.55/86.51 cnf(1927,plain, % 86.55/86.51 (E(x19271,f10(f4(a1),x19271,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1928,plain, % 86.55/86.51 (P52(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1344,1342,1341,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108])). % 86.55/86.51 cnf(1929,plain, % 86.55/86.51 (E(x19291,f10(f4(a1),x19291,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1930,plain, % 86.55/86.51 (P4(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1344,1342,1341,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78])). % 86.55/86.51 cnf(1931,plain, % 86.55/86.51 (E(x19311,f10(f4(a1),x19311,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1932,plain, % 86.55/86.51 (P15(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1345,1344,1342,1341,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112])). % 86.55/86.51 cnf(1933,plain, % 86.55/86.51 (E(x19331,f10(f4(a1),x19331,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.55/86.51 cnf(1934,plain, % 86.55/86.51 (P37(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.55/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1360,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1345,1344,1342,1341,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130])). % 86.55/86.51 cnf(1935,plain, % 86.55/86.51 (E(x19351,f10(f4(a1),x19351,a1))), % 86.55/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1936,plain, % 86.57/86.51 (P38(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1360,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1345,1344,1343,1342,1341,1339,1338,1337,1336,1335,1334,1333,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110])). % 86.57/86.51 cnf(1937,plain, % 86.57/86.51 (E(x19371,f10(f4(a1),x19371,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1938,plain, % 86.57/86.51 (P34(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1360,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1345,1344,1343,1342,1341,1339,1338,1337,1336,1335,1334,1333,1332,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96])). % 86.57/86.51 cnf(1939,plain, % 86.57/86.51 (E(x19391,f10(f4(a1),x19391,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1940,plain, % 86.57/86.51 (P58(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1368,1365,1363,1360,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1345,1344,1343,1342,1341,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95])). % 86.57/86.51 cnf(1941,plain, % 86.57/86.51 (E(x19411,f10(f4(a1),x19411,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1942,plain, % 86.57/86.51 (P21(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1345,1344,1343,1342,1341,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141])). % 86.57/86.51 cnf(1943,plain, % 86.57/86.51 (E(x19431,f10(f4(a1),x19431,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1944,plain, % 86.57/86.51 (P8(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(a29,f15(a30,a2),a1),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1345,1344,1343,1342,1341,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75])). % 86.57/86.51 cnf(1945,plain, % 86.57/86.51 (E(x19451,f10(f4(a1),x19451,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1946,plain, % 86.57/86.51 (P5(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1353,1352,1351,1349,1348,1347,1346,1345,1344,1343,1342,1341,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87])). % 86.57/86.51 cnf(1947,plain, % 86.57/86.51 (E(x19471,f10(f4(a1),x19471,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1948,plain, % 86.57/86.51 (P56(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1355,1353,1352,1351,1349,1348,1347,1346,1345,1344,1343,1342,1341,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125])). % 86.57/86.51 cnf(1949,plain, % 86.57/86.51 (E(x19491,f10(f4(a1),x19491,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1950,plain, % 86.57/86.51 (P50(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1355,1353,1352,1351,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107])). % 86.57/86.51 cnf(1951,plain, % 86.57/86.51 (E(x19511,f10(f4(a1),x19511,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1952,plain, % 86.57/86.51 (P54(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1355,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119])). % 86.57/86.51 cnf(1953,plain, % 86.57/86.51 (E(x19531,f10(f4(a1),x19531,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1954,plain, % 86.57/86.51 (P29(f10(a1,f4(a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1355,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86])). % 86.57/86.51 cnf(1955,plain, % 86.57/86.51 (E(f10(x19551,x19552,a1),f10(x19552,x19551,a1))), % 86.57/86.51 inference(rename_variables,[],[248])). % 86.57/86.51 cnf(1956,plain, % 86.57/86.51 (P66(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124])). % 86.57/86.51 cnf(1957,plain, % 86.57/86.51 (E(x19571,f10(f4(a1),x19571,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1958,plain, % 86.57/86.51 (~E(f11(a29,f15(a30,a2),a1),f15(f17(f16(a31,a32,a2),a33,a2),a2))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,187,150,159,1369,1368,1365,1363,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3])). % 86.57/86.51 cnf(1959,plain, % 86.57/86.51 (E(x19591,f10(f4(a1),x19591,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1960,plain, % 86.57/86.51 (P7(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,187,150,159,1369,1368,1366,1365,1363,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138])). % 86.57/86.51 cnf(1961,plain, % 86.57/86.51 (E(x19611,f10(f4(a1),x19611,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1962,plain, % 86.57/86.51 (P42(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,187,150,159,1369,1368,1366,1365,1363,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93])). % 86.57/86.51 cnf(1963,plain, % 86.57/86.51 (E(x19631,f10(f4(a1),x19631,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1965,plain, % 86.57/86.51 (E(f10(x19651,x19652,a1),f10(x19652,x19651,a1))), % 86.57/86.51 inference(rename_variables,[],[248])). % 86.57/86.51 cnf(1966,plain, % 86.57/86.51 (P2(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,187,150,159,1369,1368,1366,1365,1363,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68])). % 86.57/86.51 cnf(1967,plain, % 86.57/86.51 (E(x19671,f10(f4(a1),x19671,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1968,plain, % 86.57/86.51 (P40(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,187,150,159,1369,1368,1366,1365,1363,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77])). % 86.57/86.51 cnf(1969,plain, % 86.57/86.51 (E(x19691,f10(f4(a1),x19691,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1970,plain, % 86.57/86.51 (P17(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,187,150,159,1369,1368,1366,1365,1363,1361,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131])). % 86.57/86.51 cnf(1971,plain, % 86.57/86.51 (E(x19711,f10(f4(a1),x19711,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1972,plain, % 86.57/86.51 (P33(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,187,150,159,1369,1368,1366,1365,1363,1361,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94])). % 86.57/86.51 cnf(1973,plain, % 86.57/86.51 (E(x19731,f10(f4(a1),x19731,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1974,plain, % 86.57/86.51 (P35(f10(a1,f4(a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,1965,187,150,159,1369,1368,1366,1365,1363,1361,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85])). % 86.57/86.51 cnf(1976,plain, % 86.57/86.51 (P53(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,1965,187,150,159,1369,1368,1366,1365,1363,1362,1361,1360,1359,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134])). % 86.57/86.51 cnf(1977,plain, % 86.57/86.51 (E(x19771,f10(f4(a1),x19771,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1978,plain, % 86.57/86.51 (P45(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,1965,187,150,159,1369,1368,1366,1365,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128])). % 86.57/86.51 cnf(1979,plain, % 86.57/86.51 (E(x19791,f10(f4(a1),x19791,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1980,plain, % 86.57/86.51 (P16(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,1965,187,150,159,1369,1368,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136])). % 86.57/86.51 cnf(1981,plain, % 86.57/86.51 (E(x19811,f10(f4(a1),x19811,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1982,plain, % 86.57/86.51 (P46(f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1552,1474,1538,248,1849,1955,1965,187,150,159,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139])). % 86.57/86.51 cnf(1983,plain, % 86.57/86.51 (E(x19831,f10(f4(a1),x19831,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(1984,plain, % 86.57/86.51 (P8(f9(x19841,f3(a1),a1),f11(f10(x19842,x19842,a1),f10(x19843,x19843,a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1170,1682,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1866,1552,1474,1538,248,1849,1955,1965,187,150,159,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705])). % 86.57/86.51 cnf(1986,plain, % 86.57/86.51 (P8(x19861,f11(f10(x19862,f14(x19861),a1),f11(f10(f7(f14(x19861),x19862,a1),f14(x19861),a1),f10(x19863,x19863,a1),a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1167,1170,1682,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1866,1552,1474,1538,248,1849,1955,1965,187,150,159,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706])). % 86.57/86.51 cnf(1987,plain, % 86.57/86.51 (P8(f11(f10(x19871,x19872,a1),x19873,a1),f11(f10(x19874,x19872,a1),f11(f10(f7(x19871,x19874,a1),x19872,a1),x19873,a1),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1298])). % 86.57/86.51 cnf(1990,plain, % 86.57/86.51 (~P8(f11(f34(x19901,x19902),x19903,a1),x19903,a1)), % 86.57/86.51 inference(rename_variables,[],[1480])). % 86.57/86.51 cnf(1992,plain, % 86.57/86.51 (~P8(f34(x19921,x19922),f10(f7(x19923,x19923,a1),x19924,a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1167,1170,1682,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1866,1552,1474,1538,248,1849,1955,1965,187,150,159,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,1370,169,182,209,222,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935])). % 86.57/86.51 cnf(1993,plain, % 86.57/86.51 (~P8(f11(f34(x19931,x19932),x19933,a1),x19933,a1)), % 86.57/86.51 inference(rename_variables,[],[1480])). % 86.57/86.51 cnf(1999,plain, % 86.57/86.51 (~P9(f3(a1),f10(f7(x19991,x19991,a1),x19992,a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1167,1170,1682,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1450,1295,1292,1702,1298,1583,1219,1534,1866,1552,1474,1538,243,248,1849,1955,1965,190,187,150,159,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,209,222,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843])). % 86.57/86.51 cnf(2000,plain, % 86.57/86.51 (P8(x20001,x20001,a1)), % 86.57/86.51 inference(rename_variables,[],[243])). % 86.57/86.51 cnf(2002,plain, % 86.57/86.51 (~P8(f11(f10(f7(x20021,x20022,a1),x20023,a1),f11(f34(x20024,x20025),f11(f10(f7(x20022,x20021,a1),x20023,a1),x20026,a1),a1),a1),x20026,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1167,1170,1682,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,243,248,1849,1955,1965,190,187,150,159,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,209,222,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987])). % 86.57/86.51 cnf(2007,plain, % 86.57/86.51 (P9(f11(a29,f15(a30,a2),a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1167,1170,1682,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,248,1849,1955,1965,190,187,150,159,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,209,222,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540])). % 86.57/86.51 cnf(2010,plain, % 86.57/86.51 (P8(x20101,f14(f11(f10(f5(x20101,a1),f5(x20101,a1),a1),f10(x20102,x20102,a1),a1)),a1)), % 86.57/86.51 inference(rename_variables,[],[1195])). % 86.57/86.51 cnf(2013,plain, % 86.57/86.51 (~P9(f11(f34(x20131,x20132),x20133,a1),x20133,a1)), % 86.57/86.51 inference(rename_variables,[],[1428])). % 86.57/86.51 cnf(2018,plain, % 86.57/86.51 (P8(x20181,f5(x20181,a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1170])). % 86.57/86.51 cnf(2020,plain, % 86.57/86.51 (~P9(f10(f11(a29,f15(a30,a2),a1),f11(f10(x20201,x20201,a1),f10(x20202,x20202,a1),a1),a1),f10(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(f10(x20201,x20201,a1),f10(x20202,x20202,a1),a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042])). % 86.57/86.51 cnf(2022,plain, % 86.57/86.51 (~E(f10(f11(f4(a1),f4(a1),a1),f11(f4(a1),f4(a1),a1),a1),f3(a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479])). % 86.57/86.51 cnf(2024,plain, % 86.57/86.51 (~P9(f10(f7(x20241,x20241,a1),x20242,a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848])). % 86.57/86.51 cnf(2026,plain, % 86.57/86.51 (P8(x20261,x20261,a1)), % 86.57/86.51 inference(rename_variables,[],[243])). % 86.57/86.51 cnf(2028,plain, % 86.57/86.51 (~P9(f10(f11(f34(x20281,x20282),f9(x20283,f34(x20284,x20285),a1),a1),f34(x20284,x20285),a1),x20283,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993])). % 86.57/86.51 cnf(2029,plain, % 86.57/86.51 (~P9(f11(f34(x20291,x20292),x20293,a1),x20293,a1)), % 86.57/86.51 inference(rename_variables,[],[1428])). % 86.57/86.51 cnf(2035,plain, % 86.57/86.51 (~P9(x20351,f10(f10(f9(f9(x20351,f34(x20352,x20353),a1),f34(x20354,x20355),a1),f34(x20354,x20355),a1),f34(x20352,x20353),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995])). % 86.57/86.51 cnf(2036,plain, % 86.57/86.51 (~P9(x20361,f10(f9(x20361,f34(x20362,x20363),a1),f34(x20362,x20363),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1455])). % 86.57/86.51 cnf(2039,plain, % 86.57/86.51 (~P9(f11(f34(x20391,x20392),x20393,a1),x20393,a1)), % 86.57/86.51 inference(rename_variables,[],[1428])). % 86.57/86.51 cnf(2045,plain, % 86.57/86.51 (~E(f8(f11(f4(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f4(f10(f4(a1),a1,a1)))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356])). % 86.57/86.51 cnf(2046,plain, % 86.57/86.51 (~E(f11(x20461,f4(a1),a1),x20461)), % 86.57/86.51 inference(rename_variables,[],[1373])). % 86.57/86.51 cnf(2051,plain, % 86.57/86.51 (P8(f9(x20511,f3(a1),a1),f3(a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1534])). % 86.57/86.51 cnf(2056,plain, % 86.57/86.51 (~P9(f10(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),f10(f13(f5(f4(a1),a1),a1),f3(a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014])). % 86.57/86.51 cnf(2061,plain, % 86.57/86.51 (~P9(x20611,x20611,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2065,plain, % 86.57/86.51 (~P8(f8(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675])). % 86.57/86.51 cnf(2067,plain, % 86.57/86.51 (~P10(f10(f11(f4(a1),f4(a1),a1),f3(a1),a1),f10(f11(f4(a1),f4(a1),a1),f4(a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974])). % 86.57/86.51 cnf(2069,plain, % 86.57/86.51 (~E(f11(x20691,f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x20691)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473])). % 86.57/86.51 cnf(2070,plain, % 86.57/86.51 (~E(f11(x20701,f4(a1),a1),x20701)), % 86.57/86.51 inference(rename_variables,[],[1373])). % 86.57/86.51 cnf(2073,plain, % 86.57/86.51 (P8(x20731,f14(f11(f10(f5(x20731,a1),f5(x20731,a1),a1),f10(x20732,x20732,a1),a1)),a1)), % 86.57/86.51 inference(rename_variables,[],[1195])). % 86.57/86.51 cnf(2076,plain, % 86.57/86.51 (~P9(f3(a1),f10(f13(f5(f4(a1),a1),a1),f34(x20761,x20762),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,1167,1170,1682,1858,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910])). % 86.57/86.51 cnf(2079,plain, % 86.57/86.51 (~P9(x20791,x20791,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2084,plain, % 86.57/86.51 (P8(x20841,f5(x20841,a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1170])). % 86.57/86.51 cnf(2087,plain, % 86.57/86.51 (~P9(x20871,x20871,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2089,plain, % 86.57/86.51 (~E(f10(f10(f4(a1),f4(a1),a1),f10(f4(a1),f4(a1),a1),a1),f3(a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478])). % 86.57/86.51 cnf(2091,plain, % 86.57/86.51 (~P10(f10(f3(a1),f11(f4(a1),f4(a1),a1),a1),f10(f4(a1),f11(f4(a1),f4(a1),a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975])). % 86.57/86.51 cnf(2095,plain, % 86.57/86.51 (~P9(f11(f34(x20951,x20952),f34(x20953,x20954),a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712])). % 86.57/86.51 cnf(2096,plain, % 86.57/86.51 (~P9(f11(f34(x20961,x20962),x20963,a1),x20963,a1)), % 86.57/86.51 inference(rename_variables,[],[1428])). % 86.57/86.51 cnf(2098,plain, % 86.57/86.51 (~P9(f11(f14(f11(f10(f5(f34(x20981,x20982),a1),f5(f34(x20981,x20982),a1),a1),f10(x20983,x20983,a1),a1)),x20984,a1),x20984,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937])). % 86.57/86.51 cnf(2099,plain, % 86.57/86.51 (~P9(f11(f34(x20991,x20992),x20993,a1),x20993,a1)), % 86.57/86.51 inference(rename_variables,[],[1428])). % 86.57/86.51 cnf(2100,plain, % 86.57/86.51 (P8(x21001,f14(f11(f10(f5(x21001,a1),f5(x21001,a1),a1),f10(x21002,x21002,a1),a1)),a1)), % 86.57/86.51 inference(rename_variables,[],[1195])). % 86.57/86.51 cnf(2102,plain, % 86.57/86.51 (~P9(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),f10(f5(f4(a1),a1),f3(a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013])). % 86.57/86.51 cnf(2105,plain, % 86.57/86.51 (~P9(x21051,x21051,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2107,plain, % 86.57/86.51 (~P9(f7(x21071,x21071,a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864])). % 86.57/86.51 cnf(2110,plain, % 86.57/86.51 (~P9(f11(f34(x21101,x21102),x21103,a1),x21103,a1)), % 86.57/86.51 inference(rename_variables,[],[1428])). % 86.57/86.51 cnf(2112,plain, % 86.57/86.51 (~P9(f34(x21121,x21122),f10(f7(x21123,x21123,a1),x21124,a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936])). % 86.57/86.51 cnf(2113,plain, % 86.57/86.51 (~P9(f11(f34(x21131,x21132),x21133,a1),x21133,a1)), % 86.57/86.51 inference(rename_variables,[],[1428])). % 86.57/86.51 cnf(2116,plain, % 86.57/86.51 (~P9(x21161,x21161,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2118,plain, % 86.57/86.51 (~P9(f3(a1),f8(f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679])). % 86.57/86.51 cnf(2120,plain, % 86.57/86.51 (~P8(f10(f11(f34(x21201,x21202),f9(x21203,f34(x21204,x21205),a1),a1),f34(x21204,x21205),a1),x21203,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1993,1455,1672,1716,1834,1519,1445,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992])). % 86.57/86.51 cnf(2121,plain, % 86.57/86.51 (~P8(f11(f34(x21211,x21212),x21213,a1),x21213,a1)), % 86.57/86.51 inference(rename_variables,[],[1480])). % 86.57/86.51 cnf(2128,plain, % 86.57/86.51 (~P8(f4(a1),f8(f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1993,1455,1672,1716,1834,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678])). % 86.57/86.51 cnf(2130,plain, % 86.57/86.51 (P8(f3(a1),f5(f4(a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1993,1455,1672,1716,1834,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896])). % 86.57/86.51 cnf(2133,plain, % 86.57/86.51 (~P8(f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x21331,f10(f4(a1),a1,a1)),x21331,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1993,1455,1672,1716,1834,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818])). % 86.57/86.51 cnf(2134,plain, % 86.57/86.51 (~P9(x21341,x21341,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2139,plain, % 86.57/86.51 (~P9(x21391,x21391,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2142,plain, % 86.57/86.51 (~P9(x21421,x21421,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2144,plain, % 86.57/86.51 (~P9(x21441,f9(f10(f9(f10(x21441,f34(x21442,x21443),a1),f34(x21444,x21445),a1),f34(x21444,x21445),a1),f34(x21442,x21443),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1993,1455,1672,1716,1834,2036,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003])). % 86.57/86.51 cnf(2145,plain, % 86.57/86.51 (~P9(x21451,f10(f9(x21451,f34(x21452,x21453),a1),f34(x21452,x21453),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1455])). % 86.57/86.51 cnf(2149,plain, % 86.57/86.51 (~P8(f9(f11(f34(x21491,x21492),f10(x21493,f34(x21494,x21495),a1),a1),f34(x21494,x21495),a1),x21493,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,1455,1672,1716,1834,2036,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997])). % 86.57/86.51 cnf(2150,plain, % 86.57/86.51 (~P8(f11(f34(x21501,x21502),x21503,a1),x21503,a1)), % 86.57/86.51 inference(rename_variables,[],[1480])). % 86.57/86.51 cnf(2154,plain, % 86.57/86.51 (~P9(f9(x21541,f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,1455,1672,1716,1834,2036,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897])). % 86.57/86.51 cnf(2155,plain, % 86.57/86.51 (~P9(x21551,x21551,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2157,plain, % 86.57/86.51 (~P9(f9(f11(f34(x21571,x21572),f10(x21573,f34(x21574,x21575),a1),a1),f34(x21574,x21575),a1),x21573,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,1455,1672,1716,1834,2036,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999])). % 86.57/86.51 cnf(2158,plain, % 86.57/86.51 (~P9(f11(f34(x21581,x21582),x21583,a1),x21583,a1)), % 86.57/86.51 inference(rename_variables,[],[1428])). % 86.57/86.51 cnf(2160,plain, % 86.57/86.51 (~P9(f9(f3(f10(f4(a1),a1,a1)),x21601,f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,1455,1672,1716,1834,2036,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898])). % 86.57/86.51 cnf(2161,plain, % 86.57/86.51 (~P9(x21611,x21611,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2163,plain, % 86.57/86.51 (~P9(f3(f10(f4(a1),a1,a1)),f9(f3(f10(f4(a1),a1,a1)),x21631,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,1455,1672,1716,1834,2036,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894])). % 86.57/86.51 cnf(2164,plain, % 86.57/86.51 (~P9(x21641,x21641,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2166,plain, % 86.57/86.51 (~P9(f3(f10(f4(a1),a1,a1)),f9(x21661,f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,1455,1672,1716,1834,2036,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893])). % 86.57/86.51 cnf(2167,plain, % 86.57/86.51 (~P9(x21671,x21671,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2169,plain, % 86.57/86.51 (~P9(f11(f3(f10(f4(a1),a1,a1)),x21691,f10(f4(a1),a1,a1)),x21691,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,1455,1672,1716,1834,2036,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819])). % 86.57/86.51 cnf(2170,plain, % 86.57/86.51 (~P9(x21701,x21701,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1577])). % 86.57/86.51 cnf(2171,plain, % 86.57/86.51 (P8(x21711,x21711,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(rename_variables,[],[1204])). % 86.57/86.51 cnf(2177,plain, % 86.57/86.51 (~P8(f34(x21771,x21772),f9(f10(f34(x21771,x21772),f3(a1),a1),f34(x21771,x21772),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,1455,1672,1716,1834,2036,2145,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072])). % 86.57/86.51 cnf(2178,plain, % 86.57/86.51 (P8(x21781,x21781,a1)), % 86.57/86.51 inference(rename_variables,[],[243])). % 86.57/86.51 cnf(2179,plain, % 86.57/86.51 (~P9(x21791,f10(f9(x21791,f34(x21792,x21793),a1),f34(x21792,x21793),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1455])). % 86.57/86.51 cnf(2182,plain, % 86.57/86.51 (P8(x21821,x21821,a1)), % 86.57/86.51 inference(rename_variables,[],[243])). % 86.57/86.51 cnf(2183,plain, % 86.57/86.51 (~P9(x21831,f10(f9(x21831,f34(x21832,x21833),a1),f34(x21832,x21833),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1455])). % 86.57/86.51 cnf(2193,plain, % 86.57/86.51 (~P9(x21931,f10(f9(x21931,f34(x21932,x21933),a1),f34(x21932,x21933),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1455])). % 86.57/86.51 cnf(2196,plain, % 86.57/86.51 (P8(x21961,x21961,a1)), % 86.57/86.51 inference(rename_variables,[],[243])). % 86.57/86.51 cnf(2198,plain, % 86.57/86.51 (P8(f3(f10(f4(a1),a1,a1)),f9(x21981,f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942])). % 86.57/86.51 cnf(2203,plain, % 86.57/86.51 (P8(x22031,x22031,a1)), % 86.57/86.51 inference(rename_variables,[],[243])). % 86.57/86.51 cnf(2207,plain, % 86.57/86.51 (P9(f13(f5(f4(a1),a1),a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883])). % 86.57/86.51 cnf(2208,plain, % 86.57/86.51 (P8(x22081,x22081,a1)), % 86.57/86.51 inference(rename_variables,[],[243])). % 86.57/86.51 cnf(2214,plain, % 86.57/86.51 (~P9(f3(a1),f10(f9(f9(x22141,f13(f3(a1),a1),a1),f34(x22142,x22143),a1),f34(x22142,x22143),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884])). % 86.57/86.51 cnf(2215,plain, % 86.57/86.51 (~P9(x22151,f10(f9(x22151,f34(x22152,x22153),a1),f34(x22152,x22153),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1455])). % 86.57/86.51 cnf(2219,plain, % 86.57/86.51 (P8(x22191,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x22191,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585])). % 86.57/86.51 cnf(2221,plain, % 86.57/86.51 (E(f7(x22211,x22211,a1),f3(a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564])). % 86.57/86.51 cnf(2223,plain, % 86.57/86.51 (~P8(f11(f34(x22231,x22232),f11(f10(f7(x22233,x22233,a1),x22234,a1),x22235,a1),a1),x22235,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809])). % 86.57/86.51 cnf(2228,plain, % 86.57/86.51 (~P9(f3(a1),f7(x22281,x22281,a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799])). % 86.57/86.51 cnf(2230,plain, % 86.57/86.51 (~P8(f11(f10(f7(x22301,x22301,a1),x22302,a1),f11(f34(x22303,x22304),x22305,a1),a1),x22305,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822])). % 86.57/86.51 cnf(2232,plain, % 86.57/86.51 (~E(f11(f10(x22321,x22322,a1),f11(f10(f7(x22323,x22321,a1),x22322,a1),f4(a1),a1),a1),f11(f10(x22323,x22322,a1),f10(f7(f7(x22323,x22321,a1),f7(x22323,x22321,a1),a1),x22322,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106])). % 86.57/86.51 cnf(2234,plain, % 86.57/86.51 (~P8(f11(f10(x22341,x22342,a1),f11(f34(x22343,x22344),x22345,a1),a1),f11(f10(x22341,x22342,a1),x22345,a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124])). % 86.57/86.51 cnf(2236,plain, % 86.57/86.51 (P10(f5(f4(a1),a1),f10(f4(a1),f4(a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82])). % 86.57/86.51 cnf(2237,plain, % 86.57/86.51 (E(x22371,f10(f4(a1),x22371,a1))), % 86.57/86.51 inference(rename_variables,[],[1192])). % 86.57/86.51 cnf(2238,plain, % 86.57/86.51 (P10(f5(f4(a1),a1),f4(a1),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83])). % 86.57/86.51 cnf(2242,plain, % 86.57/86.51 (~P9(x22421,f13(f13(x22421,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655])). % 86.57/86.51 cnf(2244,plain, % 86.57/86.51 (P8(x22441,x22441,f10(a1,f4(a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497])). % 86.57/86.51 cnf(2249,plain, % 86.57/86.51 (~P9(f3(a1),f10(f9(f10(f3(a1),f34(x22491,x22492),a1),f34(x22493,x22494),a1),f34(x22493,x22494),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,2215,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497,772,841])). % 86.57/86.51 cnf(2251,plain, % 86.57/86.51 (~P8(f11(f34(x22511,x22512),f10(f3(a1),f34(x22513,x22514),a1),a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,2215,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497,772,841,851])). % 86.57/86.51 cnf(2253,plain, % 86.57/86.51 (~P9(f5(f3(a1),a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,2215,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497,772,841,851,951])). % 86.57/86.51 cnf(2255,plain, % 86.57/86.51 (~P9(f11(f34(x22551,x22552),f10(f9(x22553,f34(x22554,x22555),a1),f34(x22554,x22555),a1),a1),x22553,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,2215,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497,772,841,851,951,959])). % 86.57/86.51 cnf(2257,plain, % 86.57/86.51 (~P9(f11(f34(x22571,x22572),f9(f10(x22573,f34(x22574,x22575),a1),f34(x22574,x22575),a1),a1),x22573,a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,2215,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497,772,841,851,951,959,960])). % 86.57/86.51 cnf(2259,plain, % 86.57/86.51 (~P9(x22591,f10(f9(f9(f10(x22591,f34(x22592,x22593),a1),f34(x22592,x22593),a1),f34(x22594,x22595),a1),f34(x22594,x22595),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,2215,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497,772,841,851,951,959,960,961])). % 86.57/86.51 cnf(2267,plain, % 86.57/86.51 (~P11(x22671)+E(f6(f11(f3(x22671),f4(a1),a1),f11(f3(x22671),f4(a1),a1),x22671),f4(x22671))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1198,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,2070,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,2215,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1437,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,197,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497,772,841,851,951,959,960,961,816,1054,81,398])). % 86.57/86.51 cnf(2270,plain, % 86.57/86.51 (~P9(x22701,x22702,f10(a1,f4(a1),a1))+~P9(x22702,x22701,f10(a1,f4(a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1163,1165,1193,1204,1768,2171,1202,1195,1656,1675,2010,2073,2100,1198,1167,1170,1682,1858,2018,2084,1478,1589,247,257,1751,173,172,1577,1734,1746,1758,1880,1887,2061,2079,2087,2105,2116,2134,2139,2142,2155,2161,2164,2167,2170,1231,1240,1317,1316,1315,1314,1313,1312,1311,1310,1421,1271,1237,1304,1279,1223,1383,1192,1773,1780,1782,1786,1788,1795,1797,1801,1803,1805,1807,1809,1811,1821,1828,1832,1838,1840,1845,1847,1856,1864,1869,1871,1878,1893,1895,1897,1899,1901,1903,1911,1913,1915,1919,1921,1923,1927,1929,1931,1933,1935,1937,1939,1941,1943,1945,1947,1949,1951,1953,1957,1959,1961,1963,1967,1969,1971,1973,1977,1979,1981,1983,2237,1373,1651,1665,1690,1711,1731,1765,1775,1792,1813,1823,1861,1905,2046,2070,1303,1557,1309,1221,1375,1229,1305,1263,1448,1371,1428,1678,1816,1853,1908,1925,2013,2029,2039,2096,2099,2110,2113,2158,1480,1642,1687,1693,1741,1873,1917,1990,1993,2121,2150,1452,1455,1672,1716,1834,2036,2145,2179,2183,2193,2215,1519,1445,1211,1450,1295,1292,1702,1298,1987,1583,1253,1515,1494,1437,1219,1534,1866,2051,1552,1474,1538,260,243,2000,2026,2178,2182,2196,2203,2208,248,1849,1955,1965,262,190,187,150,159,179,144,143,1369,1368,1367,1366,1365,1364,1363,1362,1361,1360,1359,1358,1357,1356,1355,1354,1353,1352,1351,1350,1349,1348,1347,1346,1345,1344,1343,1342,1341,1340,1339,1338,1337,1336,1335,1334,1333,1332,1331,1330,1329,1328,1327,1326,1325,1324,1323,1322,1321,1320,1319,1318,192,1370,169,182,196,209,222,174,214,216,146,160,197,154,162,157,177,186,199,151,176,553,395,557,462,271,554,561,558,556,471,270,552,514,559,577,555,2,693,641,969,1107,1122,470,624,596,827,912,913,1025,486,722,1125,349,637,795,683,901,468,529,659,661,791,758,488,658,397,1126,657,528,793,662,494,340,622,686,127,346,660,89,121,527,67,114,723,345,97,105,688,92,100,123,90,126,129,348,792,685,79,461,347,142,811,80,70,727,115,137,517,88,101,117,826,1123,91,1128,475,104,574,111,135,638,487,106,689,628,506,691,970,102,98,140,109,84,99,344,639,118,120,122,73,72,76,74,69,71,108,78,112,130,110,96,95,141,75,87,125,107,119,86,124,3,138,93,103,68,77,131,94,85,134,128,136,139,705,706,673,935,713,842,843,987,847,540,747,774,1038,1040,1042,479,848,993,873,711,995,709,875,909,356,680,607,861,1014,874,674,677,675,974,473,756,910,1022,1015,710,1021,478,975,1012,712,937,1013,676,864,707,936,810,679,992,671,708,678,896,818,885,891,886,1003,892,997,887,897,999,898,894,893,819,888,900,1072,1073,881,882,940,1057,942,1047,941,883,1066,884,943,1585,564,809,14,449,799,822,1106,1124,82,83,133,655,497,772,841,851,951,959,960,961,816,1054,81,398,593])). % 86.57/86.51 cnf(2276,plain, % 86.57/86.51 (~P8(f14(f9(f11(f34(x22761,x22762),f10(f4(a1),f34(x22763,x22764),a1),a1),f34(x22763,x22764),a1)),f4(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[2149,2002,809,553])). % 86.57/86.51 cnf(2277,plain, % 86.57/86.51 (~P8(f9(f11(f34(x22771,x22772),f10(x22773,f34(x22774,x22775),a1),a1),f34(x22774,x22775),a1),x22773,a1)), % 86.57/86.51 inference(rename_variables,[],[2149])). % 86.57/86.51 cnf(2279,plain, % 86.57/86.51 (E(f5(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),f11(f5(f4(a1),a1),f5(f4(a1),a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1755,2149,2002,809,553,395])). % 86.57/86.51 cnf(2286,plain, % 86.57/86.51 (P8(x22861,f9(f11(f34(x22862,x22863),f10(x22861,f34(x22864,x22865),a1),a1),f34(x22864,x22865),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1755,1674,2149,2277,2002,809,553,395,554,561,471])). % 86.57/86.51 cnf(2289,plain, % 86.57/86.51 (~E(f11(x22891,f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x22891)), % 86.57/86.51 inference(rename_variables,[],[2069])). % 86.57/86.51 cnf(2296,plain, % 86.57/86.51 (~P9(x22961,f9(f10(x22961,f34(x22962,x22963),a1),f34(x22962,x22963),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1524])). % 86.57/86.51 cnf(2300,plain, % 86.57/86.51 (P8(x23001,f11(f10(f14(f5(x23001,a1)),f14(f5(x23001,a1)),a1),f10(x23002,x23002,a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1167,1755,1674,2149,2277,251,1431,1524,2069,2232,2002,809,553,395,554,561,471,271,462,514,558,14,577])). % 86.57/86.51 cnf(2301,plain, % 86.57/86.51 (P8(x23011,f11(f10(f14(x23011),f14(x23011),a1),f10(x23012,x23012,a1),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1167])). % 86.57/86.51 cnf(2308,plain, % 86.57/86.51 (~P9(f11(f3(a1),x23081,a1),x23081,a1)), % 86.57/86.51 inference(rename_variables,[],[1483])). % 86.57/86.51 cnf(2310,plain, % 86.57/86.51 (~P9(f4(a1),f14(f9(f10(f4(a1),f34(x23101,x23102),a1),f34(x23101,x23102),a1)),a1)), % 86.57/86.51 inference(scs_inference,[],[1167,1755,1674,2149,2277,251,1431,1483,1433,1524,2296,2069,2232,2002,2128,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559])). % 86.57/86.51 cnf(2311,plain, % 86.57/86.51 (~P9(x23111,f9(f10(x23111,f34(x23112,x23113),a1),f34(x23112,x23113),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1524])). % 86.57/86.51 cnf(2314,plain, % 86.57/86.51 (~P8(f9(f11(f34(x23141,x23142),f10(x23143,f34(x23144,x23145),a1),a1),f34(x23144,x23145),a1),x23143,a1)), % 86.57/86.51 inference(rename_variables,[],[2149])). % 86.57/86.51 cnf(2317,plain, % 86.57/86.51 (~E(f11(x23171,f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x23171)), % 86.57/86.51 inference(rename_variables,[],[2069])). % 86.57/86.51 cnf(2319,plain, % 86.57/86.51 (E(f5(f4(a1),a1),f5(f5(f4(a1),a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1167,1755,1674,2149,2277,251,1431,1483,1433,1524,2296,2069,2289,1644,2232,2002,2128,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2])). % 86.57/86.51 cnf(2320,plain, % 86.57/86.51 (~P8(f11(f34(x23201,x23202),f11(f11(x23203,x23204,a1),f5(x23204,a1),a1),a1),x23203,a1)), % 86.57/86.51 inference(scs_inference,[],[1167,1755,1674,2149,2277,251,1431,1483,1433,1524,2296,2069,2289,1644,2232,1686,2002,2128,187,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820])). % 86.57/86.51 cnf(2321,plain, % 86.57/86.51 (~P8(f11(f11(f34(x23211,x23212),f11(x23213,f5(x23214,a1),a1),a1),x23214,a1),x23213,a1)), % 86.57/86.51 inference(rename_variables,[],[1686])). % 86.57/86.51 cnf(2323,plain, % 86.57/86.51 (~P9(f5(x23231,f10(f4(a1),a1,a1)),x23231,f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1167,1767,1755,1674,2149,2277,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1686,2002,2128,187,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590])). % 86.57/86.51 cnf(2327,plain, % 86.57/86.51 (~E(f11(f10(x23271,x23272,a1),f11(f10(x23273,x23272,a1),f4(a1),a1),a1),f11(f10(x23274,x23272,a1),f10(f7(x23273,f7(x23274,x23271,a1),a1),x23272,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1167,1767,1755,1674,2149,2277,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,1686,2002,2128,187,222,182,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106])). % 86.57/86.51 cnf(2328,plain, % 86.57/86.51 (~E(f11(f10(x23281,x23282,a1),f4(a1),a1),f11(f10(x23283,x23282,a1),f10(f7(x23281,x23283,a1),x23282,a1),a1))), % 86.57/86.51 inference(rename_variables,[],[1689])). % 86.57/86.51 cnf(2333,plain, % 86.57/86.51 (~P8(f11(f10(x23331,x23332,a1),f11(f34(x23333,x23334),x23335,a1),a1),f11(f10(x23336,x23332,a1),f11(f10(f7(x23331,x23336,a1),x23332,a1),x23335,a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1167,1767,1755,1674,2149,2277,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,1686,2002,2234,2128,187,222,182,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124])). % 86.57/86.51 cnf(2334,plain, % 86.57/86.51 (~P8(f11(f10(x23341,x23342,a1),f11(f34(x23343,x23344),x23345,a1),a1),f11(f10(x23341,x23342,a1),x23345,a1),a1)), % 86.57/86.51 inference(rename_variables,[],[2234])). % 86.57/86.51 cnf(2336,plain, % 86.57/86.51 (~P8(f11(f10(x23361,x23362,a1),f11(f10(f7(x23363,x23361,a1),x23362,a1),f11(f34(x23364,x23365),x23366,a1),a1),a1),f11(f10(x23363,x23362,a1),x23366,a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1167,1767,1755,1674,2149,2277,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,1686,2002,2234,2334,2128,187,222,182,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122])). % 86.57/86.51 cnf(2337,plain, % 86.57/86.51 (~P8(f11(f10(x23371,x23372,a1),f11(f34(x23373,x23374),x23375,a1),a1),f11(f10(x23371,x23372,a1),x23375,a1),a1)), % 86.57/86.51 inference(rename_variables,[],[2234])). % 86.57/86.51 cnf(2339,plain, % 86.57/86.51 (~P9(f3(a1),f10(f9(f9(f3(a1),f34(x23391,x23392),a1),f34(x23393,x23394),a1),f34(x23393,x23394),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1167,1767,1755,1674,2149,2277,247,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,2035,1686,2002,2234,2334,2128,187,222,182,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799])). % 86.57/86.51 cnf(2342,plain, % 86.57/86.51 (P8(f11(f10(f7(x23421,x23421,a1),x23422,a1),f13(f5(f4(a1),a1),a1),a1),f9(f3(a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,1889,247,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,2035,1686,2002,2234,2334,2128,187,222,182,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693])). % 86.57/86.51 cnf(2343,plain, % 86.57/86.51 (P8(f11(f10(f7(x23431,x23431,a1),x23432,a1),x23433,a1),x23433,a1)), % 86.57/86.51 inference(rename_variables,[],[1889])). % 86.57/86.51 cnf(2347,plain, % 86.57/86.51 (~E(f13(f11(f34(x23471,x23472),f34(x23473,x23474),a1),a1),f3(a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,1889,247,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,222,182,157,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349])). % 86.57/86.51 cnf(2349,plain, % 86.57/86.51 (P10(f4(a1),f10(f4(a1),f4(a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,1889,247,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,2236,151,222,182,157,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624])). % 86.57/86.51 cnf(2351,plain, % 86.57/86.51 (P10(f4(a1),f5(f4(a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,1889,247,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,2236,151,222,182,157,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470])). % 86.57/86.51 cnf(2355,plain, % 86.57/86.51 (~P8(x23551,f13(f9(f11(f34(x23552,x23553),f10(f13(x23551,a1),f34(x23554,x23555),a1),a1),f34(x23554,x23555),a1),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,1889,247,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2236,151,222,182,157,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683])). % 86.57/86.51 cnf(2356,plain, % 86.57/86.51 (~P8(f9(f11(f34(x23561,x23562),f10(x23563,f34(x23564,x23565),a1),a1),f34(x23564,x23565),a1),x23563,a1)), % 86.57/86.51 inference(rename_variables,[],[2149])). % 86.57/86.51 cnf(2358,plain, % 86.57/86.51 (~P8(f11(f11(f11(f34(x23581,x23582),x23583,a1),x23584,a1),f5(x23584,a1),a1),x23583,a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,1889,247,251,1313,1431,1483,1433,1524,2296,2069,2289,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2236,151,222,182,157,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822])). % 86.57/86.51 cnf(2360,plain, % 86.57/86.51 (P9(x23601,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x23601,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,1889,247,251,1313,1431,1483,1433,1524,2296,2069,2289,2133,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2236,151,222,182,157,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497])). % 86.57/86.51 cnf(2362,plain, % 86.57/86.51 (P10(f5(f4(a1),a1),f4(a1),f11(f10(f7(x23621,x23621,a1),x23622,a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,1889,247,251,1313,1431,1483,1433,1524,2296,2069,2289,2133,1680,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2238,2236,151,222,182,157,199,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83])). % 86.57/86.51 cnf(2363,plain, % 86.57/86.51 (E(x23631,f11(f10(f7(x23632,x23632,a1),x23633,a1),x23631,a1))), % 86.57/86.51 inference(rename_variables,[],[1680])). % 86.57/86.51 cnf(2365,plain, % 86.57/86.51 (~P9(x23651,f9(f10(x23651,f34(x23652,x23653),a1),f34(x23652,x23653),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1524])). % 86.57/86.51 cnf(2370,plain, % 86.57/86.51 (~P8(f9(f11(f34(x23701,x23702),f10(x23703,f34(x23704,x23705),a1),a1),f34(x23704,x23705),a1),x23703,a1)), % 86.57/86.51 inference(rename_variables,[],[2149])). % 86.57/86.51 cnf(2372,plain, % 86.57/86.51 (P10(f5(f4(a1),a1),f11(f10(f7(x23721,x23721,a1),x23722,a1),f4(a1),a1),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,1889,247,251,1313,1431,1483,1433,1524,2296,2311,2069,2289,2133,1680,2363,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2238,2236,151,222,182,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82])). % 86.57/86.51 cnf(2373,plain, % 86.57/86.51 (E(x23731,f11(f10(f7(x23732,x23732,a1),x23733,a1),x23731,a1))), % 86.57/86.51 inference(rename_variables,[],[1680])). % 86.57/86.51 cnf(2374,plain, % 86.57/86.51 (~E(f13(f34(x23741,x23742),a1),f34(x23741,x23742))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,1889,247,251,1313,1431,1483,1433,1524,2296,2311,1307,2069,2289,2133,1680,2363,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2238,2236,151,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340])). % 86.57/86.51 cnf(2376,plain, % 86.57/86.51 (~P9(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,1307,2069,2289,2133,1822,1680,2363,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2238,2236,151,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596])). % 86.57/86.51 cnf(2378,plain, % 86.57/86.51 (~P8(f13(f10(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,1307,2069,2289,2133,1822,1680,2363,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2238,2236,151,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661])). % 86.57/86.51 cnf(2380,plain, % 86.57/86.51 (~E(f11(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,1307,2069,2289,2133,1791,1822,1680,2363,1644,2232,1689,2328,1924,2035,1686,2002,2234,2334,2128,187,159,2238,2236,1323,151,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488])). % 86.57/86.51 cnf(2383,plain, % 86.57/86.51 (~P8(f9(f11(f34(x23831,x23832),f10(x23833,f34(x23834,x23835),a1),a1),f34(x23834,x23835),a1),x23833,a1)), % 86.57/86.51 inference(rename_variables,[],[2149])). % 86.57/86.51 cnf(2385,plain, % 86.57/86.51 (~P8(f11(f34(x23851,x23852),f9(f10(x23853,f34(x23854,x23855),a1),f34(x23854,x23855),a1),a1),x23853,a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,1307,2069,2289,2133,1791,1822,1680,2363,1644,2232,1689,2328,1924,2120,2035,1686,2002,2234,2334,2128,187,159,2238,2236,1323,151,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912])). % 86.57/86.51 cnf(2386,plain, % 86.57/86.51 (P9(f3(a1),f34(x23861,x23862),a1)), % 86.57/86.51 inference(rename_variables,[],[247])). % 86.57/86.51 cnf(2387,plain, % 86.57/86.51 (~P8(f10(f11(f34(x23871,x23872),f9(x23873,f34(x23874,x23875),a1),a1),f34(x23874,x23875),a1),x23873,a1)), % 86.57/86.51 inference(rename_variables,[],[2120])). % 86.57/86.51 cnf(2389,plain, % 86.57/86.51 (~E(f13(f5(f4(a1),a1),a1),f3(a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,2232,1689,2328,1924,2120,2035,1686,2002,2234,2334,2128,187,159,2238,2236,1323,151,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345])). % 86.57/86.51 cnf(2391,plain, % 86.57/86.51 (~P8(f11(f9(f11(f34(x23911,x23912),f10(f11(x23913,f5(x23914,a1),a1),f34(x23915,x23916),a1),a1),f34(x23915,x23916),a1),x23914,a1),x23913,a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,2232,1689,2328,1924,2120,2035,1686,2002,2234,2334,2128,187,159,2238,2236,1323,151,169,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969])). % 86.57/86.51 cnf(2392,plain, % 86.57/86.51 (~P8(f9(f11(f34(x23921,x23922),f10(x23923,f34(x23924,x23925),a1),a1),f34(x23924,x23925),a1),x23923,a1)), % 86.57/86.51 inference(rename_variables,[],[2149])). % 86.57/86.51 cnf(2394,plain, % 86.57/86.51 (~E(f11(f34(x23941,x23942),f34(x23941,x23942),a1),f3(a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,2232,1689,2328,1924,2120,2035,1686,2002,2234,2334,2128,187,159,2238,2236,1323,151,169,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468])). % 86.57/86.51 cnf(2396,plain, % 86.57/86.51 (~P9(f13(f9(f10(f3(a1),f34(x23961,x23962),a1),f34(x23961,x23962),a1),a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,2365,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,2232,1689,2328,1924,2120,2035,1686,2002,2234,2334,2128,187,159,2238,2236,1323,151,169,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662])). % 86.57/86.51 cnf(2397,plain, % 86.57/86.51 (~P9(x23971,f9(f10(x23971,f34(x23972,x23973),a1),f34(x23972,x23973),a1),a1)), % 86.57/86.51 inference(rename_variables,[],[1524])). % 86.57/86.51 cnf(2399,plain, % 86.57/86.51 (P9(f3(a1),f5(f34(x23991,x23992),a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,2365,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,2232,1689,2328,1924,2120,2035,1686,2002,2234,2334,2128,150,187,159,2238,2236,1323,151,169,222,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461])). % 86.57/86.51 cnf(2401,plain, % 86.57/86.51 (E(f11(f10(x24011,x24012,a1),x24013,a1),f11(f10(f7(x24011,x24014,a1),x24012,a1),f11(f10(x24014,x24012,a1),x24013,a1),a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,2365,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2035,1686,2002,2234,2334,2128,150,187,159,2238,2236,1323,151,169,222,174,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901])). % 86.57/86.51 cnf(2405,plain, % 86.57/86.51 (~P8(f11(f34(x24051,x24052),f11(f10(f7(x24053,x24053,a1),x24054,a1),x24055,a1),a1),x24055,a1)), % 86.57/86.51 inference(rename_variables,[],[2223])). % 86.57/86.51 cnf(2407,plain, % 86.57/86.51 (~P8(f5(f34(x24071,x24072),a1),f3(a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,2365,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2035,2223,1686,2002,2234,2334,2128,150,187,159,2238,2236,1323,151,169,222,174,182,162,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529])). % 86.57/86.51 cnf(2411,plain, % 86.57/86.51 (~E(f5(f34(x24111,x24112),a1),f3(a1))), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,247,251,1313,1431,1483,1316,1433,1524,2296,2311,2365,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2035,2223,1686,2002,2234,2334,2128,2067,150,187,159,2238,2236,1323,151,169,222,174,182,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346])). % 86.57/86.51 cnf(2415,plain, % 86.57/86.51 (P8(f11(f10(x24151,x24152,a1),f11(f10(f7(x24153,x24153,a1),x24154,a1),f11(f10(f7(x24155,x24151,a1),x24152,a1),x24156,a1),a1),a1),f11(f10(x24155,x24152,a1),x24156,a1),a1)), % 86.57/86.51 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,2343,247,2386,251,1313,1431,1483,1316,1433,1524,2296,2311,2365,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2035,2223,1686,2002,2234,2334,2128,2067,150,187,159,2238,2236,1323,151,169,222,174,182,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126])). % 86.57/86.51 cnf(2416,plain, % 86.57/86.51 (P8(f11(f10(f7(x24161,x24161,a1),x24162,a1),x24163,a1),x24163,a1)), % 86.57/86.51 inference(rename_variables,[],[1889])). % 86.57/86.51 cnf(2421,plain, % 86.57/86.51 (~P9(f10(f9(f11(f34(x24211,x24212),x24213,a1),f34(x24214,x24215),a1),f34(x24214,x24215),a1),x24213,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,2343,247,2386,251,1313,1431,1483,1316,1433,1524,2296,2311,2365,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,150,187,159,2238,2236,1323,151,169,222,174,182,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827])). % 86.57/86.52 cnf(2424,plain, % 86.57/86.52 (~P9(f13(f9(f10(f13(x24241,a1),f34(x24242,x24243),a1),f34(x24242,x24243),a1),a1),x24241,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,2343,247,2386,251,1313,1431,1483,1316,1433,1524,2296,2311,2365,2397,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,150,187,159,2238,2236,1323,151,169,222,174,182,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691])). % 86.57/86.52 cnf(2425,plain, % 86.57/86.52 (~P9(x24251,f9(f10(x24251,f34(x24252,x24253),a1),f34(x24252,x24253),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2427,plain, % 86.57/86.52 (~P9(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,2343,247,2386,251,173,1313,1431,1487,1483,1316,1433,1524,2296,2311,2365,2397,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,150,187,159,2238,2236,1323,151,169,222,174,182,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528])). % 86.57/86.52 cnf(2432,plain, % 86.57/86.52 (~P9(x24321,f9(f10(x24321,f34(x24322,x24323),a1),f34(x24322,x24323),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2439,plain, % 86.57/86.52 (~P9(f11(f11(f3(a1),f3(a1),a1),f11(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,1316,1433,1524,2296,2311,2365,2397,2425,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,150,187,159,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792])). % 86.57/86.52 cnf(2440,plain, % 86.57/86.52 (~P9(f11(f3(a1),x24401,a1),x24401,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2444,plain, % 86.57/86.52 (~P9(f3(a1),f10(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,1316,1433,1524,2296,2311,2365,2397,2425,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,150,187,159,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527])). % 86.57/86.52 cnf(2449,plain, % 86.57/86.52 (~P8(f9(f11(f34(x24491,x24492),f10(x24493,f34(x24494,x24495),a1),a1),f34(x24494,x24495),a1),x24493,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2451,plain, % 86.57/86.52 (P10(f11(f10(f7(x24511,x24511,a1),x24512,a1),f5(f4(a1),a1),a1),f4(a1),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,1316,1433,1524,2296,2311,2365,2397,2425,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,150,187,159,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81])). % 86.57/86.52 cnf(2452,plain, % 86.57/86.52 (E(x24521,f11(f10(f7(x24522,x24522,a1),x24523,a1),x24521,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2453,plain, % 86.57/86.52 (P49(f11(f10(f7(x24531,x24531,a1),x24532,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,1316,1433,1524,2296,2311,2365,2397,2425,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,150,187,159,1787,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114])). % 86.57/86.52 cnf(2454,plain, % 86.57/86.52 (E(x24541,f11(f10(f7(x24542,x24542,a1),x24543,a1),x24541,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2455,plain, % 86.57/86.52 (P8(x24551,f5(f5(x24551,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,1316,1433,1524,2296,2311,2365,2397,2425,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1787,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622])). % 86.57/86.52 cnf(2459,plain, % 86.57/86.52 (~P9(x24591,f9(f10(x24591,f34(x24592,x24593),a1),f34(x24592,x24593),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2462,plain, % 86.57/86.52 (~P9(f11(f3(a1),x24621,a1),x24621,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2464,plain, % 86.57/86.52 (P51(f11(f10(f7(x24641,x24641,a1),x24642,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1787,1781,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121])). % 86.57/86.52 cnf(2465,plain, % 86.57/86.52 (E(x24651,f11(f10(f7(x24652,x24652,a1),x24653,a1),x24651,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2466,plain, % 86.57/86.52 (~P8(f11(f9(f11(f34(x24661,x24662),f10(f13(x24663,a1),f34(x24664,x24665),a1),a1),f34(x24664,x24665),a1),x24663,a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1787,1781,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811])). % 86.57/86.52 cnf(2467,plain, % 86.57/86.52 (~P8(f9(f11(f34(x24671,x24672),f10(x24673,f34(x24674,x24675),a1),a1),f34(x24674,x24675),a1),x24673,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2469,plain, % 86.57/86.52 (~E(f12(f34(x24691,x24692),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1787,1781,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347])). % 86.57/86.52 cnf(2471,plain, % 86.57/86.52 (P57(f11(f10(f7(x24711,x24711,a1),x24712,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,2465,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1820,1787,1781,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79])). % 86.57/86.52 cnf(2472,plain, % 86.57/86.52 (E(x24721,f11(f10(f7(x24722,x24722,a1),x24723,a1),x24721,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2473,plain, % 86.57/86.52 (~P8(f13(f13(f9(f11(f34(x24731,x24732),f10(f13(f13(x24733,a1),a1),f34(x24734,x24735),a1),a1),f34(x24734,x24735),a1),a1),a1),x24733,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,2465,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1820,1787,1781,2238,2236,1323,151,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688])). % 86.57/86.52 cnf(2475,plain, % 86.57/86.52 (~E(f12(f5(f4(a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,2465,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1820,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348])). % 86.57/86.52 cnf(2477,plain, % 86.57/86.52 (P32(f11(f10(f7(x24771,x24771,a1),x24772,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,2465,2472,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1839,1820,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137])). % 86.57/86.52 cnf(2478,plain, % 86.57/86.52 (E(x24781,f11(f10(f7(x24782,x24782,a1),x24783,a1),x24781,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2479,plain, % 86.57/86.52 (~P10(f3(a1),f34(x24791,x24792),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,2465,2472,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1839,1820,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475])). % 86.57/86.52 cnf(2481,plain, % 86.57/86.52 (P48(f11(f10(f7(x24811,x24811,a1),x24812,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,2465,2472,2478,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1839,1820,1806,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90])). % 86.57/86.52 cnf(2482,plain, % 86.57/86.52 (E(x24821,f11(f10(f7(x24822,x24822,a1),x24823,a1),x24821,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2483,plain, % 86.57/86.52 (P70(f11(f10(f7(x24831,x24831,a1),x24832,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,2465,2472,2478,2482,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1839,1820,1810,1806,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129])). % 86.57/86.52 cnf(2484,plain, % 86.57/86.52 (E(x24841,f11(f10(f7(x24842,x24842,a1),x24843,a1),x24841,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2485,plain, % 86.57/86.52 (~E(f8(f34(x24851,x24852),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1680,2363,2373,2452,2454,2465,2472,2478,2482,1644,1841,2232,1689,2328,1924,2120,2255,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1839,1820,1810,1806,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,160,162,154,157,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344])). % 86.57/86.52 cnf(2489,plain, % 86.57/86.52 (~P9(f9(f10(f11(f34(x24891,x24892),x24893,a1),f34(x24894,x24895),a1),f34(x24894,x24895),a1),x24893,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,2128,2067,1750,1534,1310,150,187,159,1839,1820,1810,1806,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826])). % 86.57/86.52 cnf(2492,plain, % 86.57/86.52 (P8(x24921,f5(f11(f10(f7(x24922,x24922,a1),x24923,a1),x24921,a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,1310,150,187,159,1839,1820,1810,1806,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970])). % 86.57/86.52 cnf(2493,plain, % 86.57/86.52 (P8(f11(f10(x24931,x24932,a1),x24933,a1),f11(f10(x24934,x24932,a1),f5(f11(f10(f7(x24931,x24934,a1),x24932,a1),x24933,a1),a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1857])). % 86.57/86.52 cnf(2495,plain, % 86.57/86.52 (P13(f11(f10(f7(x24951,x24951,a1),x24952,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,1310,150,187,159,1839,1820,1810,1806,1794,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97])). % 86.57/86.52 cnf(2496,plain, % 86.57/86.52 (E(x24961,f11(f10(f7(x24962,x24962,a1),x24963,a1),x24961,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2497,plain, % 86.57/86.52 (P62(f11(f10(f7(x24971,x24971,a1),x24972,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1839,1820,1810,1806,1794,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117])). % 86.57/86.52 cnf(2498,plain, % 86.57/86.52 (E(x24981,f11(f10(f7(x24982,x24982,a1),x24983,a1),x24981,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2499,plain, % 86.57/86.52 (P6(f11(f10(f7(x24991,x24991,a1),x24992,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1323,151,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100])). % 86.57/86.52 cnf(2500,plain, % 86.57/86.52 (E(x25001,f11(f10(f7(x25002,x25002,a1),x25003,a1),x25001,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2501,plain, % 86.57/86.52 (P69(f11(f10(f7(x25011,x25011,a1),x25012,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142])). % 86.57/86.52 cnf(2502,plain, % 86.57/86.52 (E(x25021,f11(f10(f7(x25022,x25022,a1),x25023,a1),x25021,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2503,plain, % 86.57/86.52 (P18(f11(f10(f7(x25031,x25031,a1),x25032,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88])). % 86.57/86.52 cnf(2504,plain, % 86.57/86.52 (E(x25041,f11(f10(f7(x25042,x25042,a1),x25043,a1),x25041,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2505,plain, % 86.57/86.52 (P67(f11(f10(f7(x25051,x25051,a1),x25052,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91])). % 86.57/86.52 cnf(2506,plain, % 86.57/86.52 (E(x25061,f11(f10(f7(x25062,x25062,a1),x25063,a1),x25061,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2507,plain, % 86.57/86.52 (P30(f11(f10(f7(x25071,x25071,a1),x25072,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1898,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109])). % 86.57/86.52 cnf(2508,plain, % 86.57/86.52 (E(x25081,f11(f10(f7(x25082,x25082,a1),x25083,a1),x25081,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2513,plain, % 86.57/86.52 (~E(f34(x25131,x25132),f13(f5(f4(a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,172,1509,1307,1211,2069,2289,2133,1904,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1898,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70])). % 86.57/86.52 cnf(2515,plain, % 86.57/86.52 (~P9(x25151,f9(f10(x25151,f34(x25152,x25153),a1),f34(x25152,x25153),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2517,plain, % 86.57/86.52 (P27(f11(f10(f7(x25171,x25171,a1),x25172,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2069,2289,2133,1904,1791,1822,1684,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1898,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135])). % 86.57/86.52 cnf(2518,plain, % 86.57/86.52 (E(x25181,f11(f10(f7(x25182,x25182,a1),x25183,a1),x25181,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2519,plain, % 86.57/86.52 (P1(f11(f10(f7(x25191,x25191,a1),x25192,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1898,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67])). % 86.57/86.52 cnf(2520,plain, % 86.57/86.52 (E(x25201,f11(f10(f7(x25202,x25202,a1),x25203,a1),x25201,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2521,plain, % 86.57/86.52 (P64(f11(f10(f7(x25211,x25211,a1),x25212,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1914,1898,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122])). % 86.57/86.52 cnf(2522,plain, % 86.57/86.52 (E(x25221,f11(f10(f7(x25222,x25222,a1),x25223,a1),x25221,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2523,plain, % 86.57/86.52 (P26(f11(f10(f7(x25231,x25231,a1),x25232,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1914,1898,1877,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106])). % 86.57/86.52 cnf(2524,plain, % 86.57/86.52 (E(x25241,f11(f10(f7(x25242,x25242,a1),x25243,a1),x25241,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2525,plain, % 86.57/86.52 (P22(f11(f10(f7(x25251,x25251,a1),x25252,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1914,1898,1877,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127])). % 86.57/86.52 cnf(2526,plain, % 86.57/86.52 (E(x25261,f11(f10(f7(x25262,x25262,a1),x25263,a1),x25261,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2527,plain, % 86.57/86.52 (P8(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(f10(f7(x25271,x25271,a1),x25272,a1),f11(a29,f15(a30,a2),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1310,150,187,159,1914,1898,1877,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74])). % 86.57/86.52 cnf(2528,plain, % 86.57/86.52 (E(x25281,f11(f10(f7(x25282,x25282,a1),x25283,a1),x25281,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2529,plain, % 86.57/86.52 (~P9(f13(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1914,1898,1877,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628])). % 86.57/86.52 cnf(2532,plain, % 86.57/86.52 (P52(f11(f10(f7(x25321,x25321,a1),x25322,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1898,1877,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108])). % 86.57/86.52 cnf(2533,plain, % 86.57/86.52 (E(x25331,f11(f10(f7(x25332,x25332,a1),x25333,a1),x25331,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2534,plain, % 86.57/86.52 (P60(f11(f10(f7(x25341,x25341,a1),x25342,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1898,1877,1870,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89])). % 86.57/86.52 cnf(2535,plain, % 86.57/86.52 (E(x25351,f11(f10(f7(x25352,x25352,a1),x25353,a1),x25351,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2536,plain, % 86.57/86.52 (P68(f11(f10(f7(x25361,x25361,a1),x25362,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104])). % 86.57/86.52 cnf(2537,plain, % 86.57/86.52 (E(x25371,f11(f10(f7(x25372,x25372,a1),x25373,a1),x25371,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2538,plain, % 86.57/86.52 (~E(f3(a1),f11(f4(a1),f5(x25381,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69])). % 86.57/86.52 cnf(2539,plain, % 86.57/86.52 (~P9(x25391,x25391,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2540,plain, % 86.57/86.52 (P61(f11(f10(f7(x25401,x25401,a1),x25402,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120])). % 86.57/86.52 cnf(2541,plain, % 86.57/86.52 (E(x25411,f11(f10(f7(x25412,x25412,a1),x25413,a1),x25411,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2542,plain, % 86.57/86.52 (P41(f11(f10(f7(x25421,x25421,a1),x25422,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1802,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84])). % 86.57/86.52 cnf(2543,plain, % 86.57/86.52 (E(x25431,f11(f10(f7(x25432,x25432,a1),x25433,a1),x25431,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2544,plain, % 86.57/86.52 (P55(f11(f10(f7(x25441,x25441,a1),x25442,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1802,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105])). % 86.57/86.52 cnf(2545,plain, % 86.57/86.52 (E(x25451,f11(f10(f7(x25452,x25452,a1),x25453,a1),x25451,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2546,plain, % 86.57/86.52 (P39(f11(f10(f7(x25461,x25461,a1),x25462,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1802,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118])). % 86.57/86.52 cnf(2547,plain, % 86.57/86.52 (E(x25471,f11(f10(f7(x25472,x25472,a1),x25473,a1),x25471,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2548,plain, % 86.57/86.52 (~P8(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),f13(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,1644,1841,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1802,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638])). % 86.57/86.52 cnf(2550,plain, % 86.57/86.52 (~E(f16(x25501,f16(x25502,f16(x25503,f16(a31,a32,a2),a2),a2),a2),f3(f27(a2)))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1802,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506])). % 86.57/86.52 cnf(2552,plain, % 86.57/86.52 (P19(f11(f10(f7(x25521,x25521,a1),x25522,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1804,1802,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123])). % 86.57/86.52 cnf(2553,plain, % 86.57/86.52 (E(x25531,f11(f10(f7(x25532,x25532,a1),x25533,a1),x25531,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2554,plain, % 86.57/86.52 (P3(f11(f10(f7(x25541,x25541,a1),x25542,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1806,1804,1802,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76])). % 86.57/86.52 cnf(2555,plain, % 86.57/86.52 (E(x25551,f11(f10(f7(x25552,x25552,a1),x25553,a1),x25551,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2556,plain, % 86.57/86.52 (P63(f11(f10(f7(x25561,x25561,a1),x25562,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1808,1806,1804,1802,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126])). % 86.57/86.52 cnf(2557,plain, % 86.57/86.52 (E(x25571,f11(f10(f7(x25572,x25572,a1),x25573,a1),x25571,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2558,plain, % 86.57/86.52 (P24(f11(f10(f7(x25581,x25581,a1),x25582,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92])). % 86.57/86.52 cnf(2559,plain, % 86.57/86.52 (E(x25591,f11(f10(f7(x25592,x25592,a1),x25593,a1),x25591,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2560,plain, % 86.57/86.52 (P29(f11(f10(f7(x25601,x25601,a1),x25602,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86])). % 86.57/86.52 cnf(2561,plain, % 86.57/86.52 (E(x25611,f11(f10(f7(x25612,x25612,a1),x25613,a1),x25611,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2562,plain, % 86.57/86.52 (P8(f13(f5(f4(a1),a1),a1),f9(f3(a1),f5(f4(a1),a1),a1),f11(f10(f7(x25621,x25621,a1),x25622,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75])). % 86.57/86.52 cnf(2563,plain, % 86.57/86.52 (E(x25631,f11(f10(f7(x25632,x25632,a1),x25633,a1),x25631,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2564,plain, % 86.57/86.52 (P35(f11(f10(f7(x25641,x25641,a1),x25642,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85])). % 86.57/86.52 cnf(2565,plain, % 86.57/86.52 (E(x25651,f11(f10(f7(x25652,x25652,a1),x25653,a1),x25651,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2567,plain, % 86.57/86.52 (E(x25671,f11(f10(f7(x25672,x25672,a1),x25673,a1),x25671,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2568,plain, % 86.57/86.52 (P65(f11(f10(f7(x25681,x25681,a1),x25682,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115])). % 86.57/86.52 cnf(2569,plain, % 86.57/86.52 (E(x25691,f11(f10(f7(x25692,x25692,a1),x25693,a1),x25691,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2570,plain, % 86.57/86.52 (P31(f11(f10(f7(x25701,x25701,a1),x25702,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,1912,1846,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101])). % 86.57/86.52 cnf(2571,plain, % 86.57/86.52 (E(x25711,f11(f10(f7(x25712,x25712,a1),x25713,a1),x25711,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2572,plain, % 86.57/86.52 (~E(f11(f11(f10(f7(x25721,x25721,a1),x25722,a1),x25723,a1),f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x25723)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2317,1912,1846,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3])). % 86.57/86.52 cnf(2574,plain, % 86.57/86.52 (P5(f11(f10(f7(x25741,x25741,a1),x25742,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2317,1912,1846,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1946,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87])). % 86.57/86.52 cnf(2575,plain, % 86.57/86.52 (E(x25751,f11(f10(f7(x25752,x25752,a1),x25753,a1),x25751,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2577,plain, % 86.57/86.52 (~P8(f9(f11(f34(x25771,x25772),f10(x25773,f34(x25774,x25775),a1),a1),f34(x25774,x25775),a1),x25773,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2578,plain, % 86.57/86.52 (P54(f11(f10(f7(x25781,x25781,a1),x25782,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2317,1912,1846,2133,1904,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1952,1946,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119])). % 86.57/86.52 cnf(2579,plain, % 86.57/86.52 (E(x25791,f11(f10(f7(x25792,x25792,a1),x25793,a1),x25791,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2580,plain, % 86.57/86.52 (P23(f11(f10(f7(x25801,x25801,a1),x25802,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1952,1946,1928,1920,1914,1910,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80])). % 86.57/86.52 cnf(2581,plain, % 86.57/86.52 (E(x25811,f11(f10(f7(x25812,x25812,a1),x25813,a1),x25811,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2582,plain, % 86.57/86.52 (P25(f11(f10(f7(x25821,x25821,a1),x25822,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1952,1946,1928,1920,1914,1910,1902,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99])). % 86.57/86.52 cnf(2583,plain, % 86.57/86.52 (E(x25831,f11(f10(f7(x25832,x25832,a1),x25833,a1),x25831,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2584,plain, % 86.57/86.52 (P17(f11(f10(f7(x25841,x25841,a1),x25842,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1970,1952,1946,1928,1920,1914,1910,1902,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131])). % 86.57/86.52 cnf(2585,plain, % 86.57/86.52 (E(x25851,f11(f10(f7(x25852,x25852,a1),x25853,a1),x25851,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2586,plain, % 86.57/86.52 (P38(f11(f10(f7(x25861,x25861,a1),x25862,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110])). % 86.57/86.52 cnf(2587,plain, % 86.57/86.52 (E(x25871,f11(f10(f7(x25872,x25872,a1),x25873,a1),x25871,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2588,plain, % 86.57/86.52 (P4(f11(f10(f7(x25881,x25881,a1),x25882,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1930,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78])). % 86.57/86.52 cnf(2589,plain, % 86.57/86.52 (E(x25891,f11(f10(f7(x25892,x25892,a1),x25893,a1),x25891,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2590,plain, % 86.57/86.52 (P45(f11(f10(f7(x25901,x25901,a1),x25902,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1930,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128])). % 86.57/86.52 cnf(2591,plain, % 86.57/86.52 (E(x25911,f11(f10(f7(x25912,x25912,a1),x25913,a1),x25911,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2592,plain, % 86.57/86.52 (P28(f11(f10(f7(x25921,x25921,a1),x25922,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1930,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1896,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140])). % 86.57/86.52 cnf(2593,plain, % 86.57/86.52 (E(x25931,f11(f10(f7(x25932,x25932,a1),x25933,a1),x25931,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2594,plain, % 86.57/86.52 (P36(f11(f10(f7(x25941,x25941,a1),x25942,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1930,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1896,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103])). % 86.57/86.52 cnf(2595,plain, % 86.57/86.52 (E(x25951,f11(f10(f7(x25952,x25952,a1),x25953,a1),x25951,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2596,plain, % 86.57/86.52 (P2(f11(f10(f7(x25961,x25961,a1),x25962,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1896,1877,1870,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68])). % 86.57/86.52 cnf(2597,plain, % 86.57/86.52 (E(x25971,f11(f10(f7(x25972,x25972,a1),x25973,a1),x25971,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2598,plain, % 86.57/86.52 (P44(f11(f10(f7(x25981,x25981,a1),x25982,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1896,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111])). % 86.57/86.52 cnf(2599,plain, % 86.57/86.52 (E(x25991,f11(f10(f7(x25992,x25992,a1),x25993,a1),x25991,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2600,plain, % 86.57/86.52 (P53(f11(f10(f7(x26001,x26001,a1),x26002,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1976,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1896,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134])). % 86.57/86.52 cnf(2601,plain, % 86.57/86.52 (E(x26011,f11(f10(f7(x26012,x26012,a1),x26013,a1),x26011,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2602,plain, % 86.57/86.52 (P43(f11(f10(f7(x26021,x26021,a1),x26022,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1976,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98])). % 86.57/86.52 cnf(2603,plain, % 86.57/86.52 (E(x26031,f11(f10(f7(x26032,x26032,a1),x26033,a1),x26031,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2604,plain, % 86.57/86.52 (P59(f11(f10(f7(x26041,x26041,a1),x26042,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1976,1970,1952,1946,1936,1928,1920,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102])). % 86.57/86.52 cnf(2605,plain, % 86.57/86.52 (E(x26051,f11(f10(f7(x26052,x26052,a1),x26053,a1),x26051,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2606,plain, % 86.57/86.52 (P47(f11(f10(f7(x26061,x26061,a1),x26062,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1976,1970,1952,1946,1936,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72])). % 86.57/86.52 cnf(2607,plain, % 86.57/86.52 (E(x26071,f11(f10(f7(x26072,x26072,a1),x26073,a1),x26071,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2608,plain, % 86.57/86.52 (P42(f11(f10(f7(x26081,x26081,a1),x26082,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1976,1970,1962,1952,1946,1936,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93])). % 86.57/86.52 cnf(2609,plain, % 86.57/86.52 (E(x26091,f11(f10(f7(x26092,x26092,a1),x26093,a1),x26091,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2610,plain, % 86.57/86.52 (P15(f11(f10(f7(x26101,x26101,a1),x26102,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1978,1976,1970,1962,1952,1946,1936,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112])). % 86.57/86.52 cnf(2611,plain, % 86.57/86.52 (E(x26111,f11(f10(f7(x26112,x26112,a1),x26113,a1),x26111,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2612,plain, % 86.57/86.52 (P46(f11(f10(f7(x26121,x26121,a1),x26122,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1970,1962,1952,1946,1936,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139])). % 86.57/86.52 cnf(2613,plain, % 86.57/86.52 (E(x26131,f11(f10(f7(x26132,x26132,a1),x26133,a1),x26131,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2614,plain, % 86.57/86.52 (P58(f11(f10(f7(x26141,x26141,a1),x26142,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1970,1962,1952,1946,1940,1936,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95])). % 86.57/86.52 cnf(2615,plain, % 86.57/86.52 (E(x26151,f11(f10(f7(x26152,x26152,a1),x26153,a1),x26151,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2616,plain, % 86.57/86.52 (P66(f11(f10(f7(x26161,x26161,a1),x26162,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1970,1962,1956,1952,1946,1940,1936,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124])). % 86.57/86.52 cnf(2617,plain, % 86.57/86.52 (E(x26171,f11(f10(f7(x26172,x26172,a1),x26173,a1),x26171,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2618,plain, % 86.57/86.52 (P37(f11(f10(f7(x26181,x26181,a1),x26182,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1970,1962,1956,1952,1946,1940,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130])). % 86.57/86.52 cnf(2619,plain, % 86.57/86.52 (E(x26191,f11(f10(f7(x26192,x26192,a1),x26193,a1),x26191,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2620,plain, % 86.57/86.52 (P34(f11(f10(f7(x26201,x26201,a1),x26202,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1970,1962,1956,1952,1946,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96])). % 86.57/86.52 cnf(2621,plain, % 86.57/86.52 (E(x26211,f11(f10(f7(x26212,x26212,a1),x26213,a1),x26211,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2622,plain, % 86.57/86.52 (P56(f11(f10(f7(x26221,x26221,a1),x26222,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1970,1962,1956,1952,1948,1946,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125])). % 86.57/86.52 cnf(2623,plain, % 86.57/86.52 (E(x26231,f11(f10(f7(x26232,x26232,a1),x26233,a1),x26231,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2624,plain, % 86.57/86.52 (P33(f11(f10(f7(x26241,x26241,a1),x26242,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1972,1970,1962,1956,1952,1948,1946,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94])). % 86.57/86.52 cnf(2625,plain, % 86.57/86.52 (E(x26251,f11(f10(f7(x26252,x26252,a1),x26253,a1),x26251,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2626,plain, % 86.57/86.52 (P7(f11(f10(f7(x26261,x26261,a1),x26262,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1972,1970,1962,1960,1956,1952,1948,1946,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138])). % 86.57/86.52 cnf(2627,plain, % 86.57/86.52 (E(x26271,f11(f10(f7(x26272,x26272,a1),x26273,a1),x26271,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2628,plain, % 86.57/86.52 (P50(f11(f10(f7(x26281,x26281,a1),x26282,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1972,1970,1962,1960,1956,1952,1950,1948,1946,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107])). % 86.57/86.52 cnf(2629,plain, % 86.57/86.52 (E(x26291,f11(f10(f7(x26292,x26292,a1),x26293,a1),x26291,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2630,plain, % 86.57/86.52 (P21(f11(f10(f7(x26301,x26301,a1),x26302,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1972,1970,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141])). % 86.57/86.52 cnf(2631,plain, % 86.57/86.52 (E(x26311,f11(f10(f7(x26312,x26312,a1),x26313,a1),x26311,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2632,plain, % 86.57/86.52 (P40(f11(f10(f7(x26321,x26321,a1),x26322,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77])). % 86.57/86.52 cnf(2633,plain, % 86.57/86.52 (E(x26331,f11(f10(f7(x26332,x26332,a1),x26333,a1),x26331,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(2634,plain, % 86.57/86.52 (P16(f11(f10(f7(x26341,x26341,a1),x26342,a1),f10(f4(a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136])). % 86.57/86.52 cnf(2636,plain, % 86.57/86.52 (P9(f13(f5(f4(a1),a1),a1),f9(f3(a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1193,1589,247,2386,265,251,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,1857,2128,2067,1750,1534,193,1311,1310,150,187,159,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656])). % 86.57/86.52 cnf(2639,plain, % 86.57/86.52 (P8(x26391,f5(x26391,a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1170])). % 86.57/86.52 cnf(2646,plain, % 86.57/86.52 (~P9(f11(f10(x26461,x26461,a1),f10(x26462,x26462,a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1170,2639,1193,1589,247,2386,265,251,257,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2223,1686,2002,2234,2334,2020,1857,2128,2067,1750,1534,193,1311,1310,150,187,190,159,179,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951])). % 86.57/86.52 cnf(2648,plain, % 86.57/86.52 (~P9(x26481,f9(f9(f10(f10(x26481,f34(x26482,x26483),a1),f34(x26484,x26485),a1),f34(x26484,x26485),a1),f34(x26482,x26483),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,1170,2639,1193,1589,247,2386,265,251,257,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2259,2223,1686,2002,2234,2334,2020,1857,2128,2067,1750,1534,193,1311,1310,150,187,190,159,179,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,151,1827,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960])). % 86.57/86.52 cnf(2649,plain, % 86.57/86.52 (~P9(x26491,f10(f9(f9(f10(x26491,f34(x26492,x26493),a1),f34(x26492,x26493),a1),f34(x26494,x26495),a1),f34(x26494,x26495),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2259])). % 86.57/86.52 cnf(2655,plain, % 86.57/86.52 (P8(f11(f10(f7(x26551,x26551,a1),x26552,a1),x26553,a1),x26553,a1)), % 86.57/86.52 inference(rename_variables,[],[1889])). % 86.57/86.52 cnf(2657,plain, % 86.57/86.52 (P8(f11(f10(f7(x26571,x26571,a1),x26572,a1),f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),a1),f11(a29,f15(a30,a2),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2259,2223,1686,2321,2002,2234,2334,2020,1857,2128,2067,1750,1534,193,1311,1310,150,187,190,159,179,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705])). % 86.57/86.52 cnf(2658,plain, % 86.57/86.52 (P8(f11(f10(f7(x26581,x26581,a1),x26582,a1),x26583,a1),x26583,a1)), % 86.57/86.52 inference(rename_variables,[],[1889])). % 86.57/86.52 cnf(2661,plain, % 86.57/86.52 (~P8(f9(f11(f34(x26611,x26612),f10(x26613,f34(x26614,x26615),a1),a1),f34(x26614,x26615),a1),x26613,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2663,plain, % 86.57/86.52 (~P8(f11(f10(f7(x26631,x26631,a1),x26632,a1),f11(f11(f10(f14(f34(x26633,x26634)),f14(f34(x26633,x26634)),a1),f10(x26635,x26635,a1),a1),x26636,a1),a1),x26636,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2259,2223,2405,1686,2321,2002,2234,2334,2020,1857,2128,2067,1750,1534,193,1311,1310,150,187,190,159,179,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935])). % 86.57/86.52 cnf(2665,plain, % 86.57/86.52 (P8(x26651,f11(f10(f14(x26651),f14(x26651),a1),f10(x26652,x26652,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2667,plain, % 86.57/86.52 (~P9(x26671,f10(f9(f10(f9(x26671,f34(x26672,x26673),a1),f34(x26674,x26675),a1),f34(x26674,x26675),a1),f34(x26672,x26673),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2120,2255,2257,2035,2259,2223,2405,1686,2321,2002,2234,2334,2020,1857,2128,2067,1750,1534,193,1311,1310,150,187,190,159,179,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995])). % 86.57/86.52 cnf(2668,plain, % 86.57/86.52 (~P9(x26681,f9(f10(x26681,f34(x26682,x26683),a1),f34(x26682,x26683),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2672,plain, % 86.57/86.52 (P8(x26721,x26721,a1)), % 86.57/86.52 inference(rename_variables,[],[243])). % 86.57/86.52 cnf(2676,plain, % 86.57/86.52 (P9(f13(f5(f4(a1),a1),a1),f34(x26761,x26762),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2259,2223,2405,1686,2321,2002,2234,2334,2020,1857,2207,2128,2067,1750,1534,243,193,1311,1310,150,187,190,159,179,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709])). % 86.57/86.52 cnf(2681,plain, % 86.57/86.52 (~P8(f3(a1),f10(f9(f11(f34(x26811,x26812),f10(f3(a1),f34(x26813,x26814),a1),a1),f34(x26813,x26814),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2259,2649,2223,2405,1686,2321,2002,2234,2334,2020,1857,2207,2128,2067,1750,1534,243,193,1311,1310,150,187,190,159,179,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875])). % 86.57/86.52 cnf(2682,plain, % 86.57/86.52 (~P8(f9(f11(f34(x26821,x26822),f10(x26823,f34(x26824,x26825),a1),a1),f34(x26824,x26825),a1),x26823,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2684,plain, % 86.57/86.52 (~P8(f11(f34(x26841,x26842),f34(x26841,x26842),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2259,2649,2223,2405,1686,2321,2002,2234,2334,2020,1857,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,190,159,179,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540])). % 86.57/86.52 cnf(2688,plain, % 86.57/86.52 (~P9(x26881,f9(f10(x26881,f34(x26882,x26883),a1),f34(x26882,x26883),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2691,plain, % 86.57/86.52 (P8(x26911,f11(f10(f14(x26911),f14(x26911),a1),f10(x26912,x26912,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2701,plain, % 86.57/86.52 (~P9(x27011,f10(f9(f10(f9(x27011,f34(x27012,x27013),a1),f34(x27012,x27013),a1),f34(x27014,x27015),a1),f34(x27014,x27015),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,172,1509,1307,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959])). % 86.57/86.52 cnf(2704,plain, % 86.57/86.52 (~P8(f8(f34(x27041,x27042),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,172,1509,1307,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534])). % 86.57/86.52 cnf(2707,plain, % 86.57/86.52 (~P8(f9(f11(f34(x27071,x27072),f10(x27073,f34(x27074,x27075),a1),a1),f34(x27074,x27075),a1),x27073,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2710,plain, % 86.57/86.52 (~P9(f11(f3(a1),x27101,a1),x27101,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2712,plain, % 86.57/86.52 (~P9(f10(f34(x27121,x27122),f5(f4(a1),a1),a1),f10(f34(x27121,x27122),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,172,1509,1307,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038])). % 86.57/86.52 cnf(2714,plain, % 86.57/86.52 (~P9(f10(f11(f3(a1),f9(x27141,f34(x27142,x27143),a1),a1),f34(x27142,x27143),a1),x27141,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,172,1509,1307,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993])). % 86.57/86.52 cnf(2715,plain, % 86.57/86.52 (~P9(f11(f3(a1),x27151,a1),x27151,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2717,plain, % 86.57/86.52 (~P9(x27171,f9(f11(f10(f7(x27172,x27172,a1),x27173,a1),f10(x27171,f34(x27174,x27175),a1),a1),f34(x27174,x27175),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,1889,2343,2416,2655,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,172,1509,1307,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961])). % 86.57/86.52 cnf(2720,plain, % 86.57/86.52 (P8(x27201,f11(f10(f7(f14(x27201),f7(x27202,x27202,a1),a1),f14(x27201),a1),f10(x27203,x27203,a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,1889,2343,2416,2655,2658,1986,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,172,1509,1307,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1323,192,151,1827,1695,152,169,196,209,222,174,182,146,160,162,154,157,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706])). % 86.57/86.52 cnf(2721,plain, % 86.57/86.52 (P8(f11(f10(f7(x27211,x27211,a1),x27212,a1),x27213,a1),x27213,a1)), % 86.57/86.52 inference(rename_variables,[],[1889])). % 86.57/86.52 cnf(2727,plain, % 86.57/86.52 (~P9(x27271,f9(f10(x27271,f34(x27272,x27273),a1),f34(x27272,x27273),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2729,plain, % 86.57/86.52 (~E(f11(x27291,f34(x27292,x27293),a1),x27291)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,1889,2343,2416,2655,2658,1986,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,172,1509,1307,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473])). % 86.57/86.52 cnf(2730,plain, % 86.57/86.52 (~E(f34(x27301,x27302),f3(a1))), % 86.57/86.52 inference(rename_variables,[],[1307])). % 86.57/86.52 cnf(2733,plain, % 86.57/86.52 (~P9(x27331,f9(f10(x27331,f34(x27332,x27333),a1),f34(x27332,x27333),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2735,plain, % 86.57/86.52 (~E(f10(f34(x27351,x27352),f34(x27351,x27352),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,1889,2343,2416,2655,2658,1986,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,172,1509,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479])). % 86.57/86.52 cnf(2738,plain, % 86.57/86.52 (~P8(f9(f11(f34(x27381,x27382),f10(x27383,f34(x27384,x27385),a1),a1),f34(x27384,x27385),a1),x27383,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2740,plain, % 86.57/86.52 (~P9(f10(f11(f3(a1),f3(a1),a1),x27401,a1),f10(f11(f3(a1),f3(a1),a1),x27402,a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,1889,2343,2416,2655,2658,1986,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,1281,172,1509,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2120,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022])). % 86.57/86.52 cnf(2741,plain, % 86.57/86.52 (~P9(f11(f3(a1),x27411,a1),x27411,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2744,plain, % 86.57/86.52 (P8(x27441,f11(f10(f14(x27441),f14(x27441),a1),f10(x27442,x27442,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2750,plain, % 86.57/86.52 (~P9(x27501,f9(f10(x27501,f34(x27502,x27503),a1),f34(x27502,x27503),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2752,plain, % 86.57/86.52 (P9(f11(f10(f7(x27521,x27521,a1),x27522,a1),f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),a1),f11(a29,f15(a30,a2),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,1889,2343,2416,2655,2658,2721,1986,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,1281,172,1509,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2028,2120,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711])). % 86.57/86.52 cnf(2753,plain, % 86.57/86.52 (P8(f11(f10(f7(x27531,x27531,a1),x27532,a1),x27533,a1),x27533,a1)), % 86.57/86.52 inference(rename_variables,[],[1889])). % 86.57/86.52 cnf(2755,plain, % 86.57/86.52 (~P8(f10(f9(f11(f34(x27551,x27552),f10(f9(x27553,f34(x27554,x27555),a1),f34(x27556,x27557),a1),a1),f34(x27556,x27557),a1),f34(x27554,x27555),a1),x27553,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,1986,1170,2639,1193,1589,247,2386,265,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,1281,172,1509,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2028,2120,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992])). % 86.57/86.52 cnf(2756,plain, % 86.57/86.52 (~P8(f9(f11(f34(x27561,x27562),f10(x27563,f34(x27564,x27565),a1),a1),f34(x27564,x27565),a1),x27563,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2765,plain, % 86.57/86.52 (~P9(x27651,x27651,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2771,plain, % 86.57/86.52 (~P9(x27711,f9(f10(x27711,f34(x27712,x27713),a1),f34(x27712,x27713),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2774,plain, % 86.57/86.52 (~P9(x27741,f9(f10(x27741,f34(x27742,x27743),a1),f34(x27742,x27743),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2776,plain, % 86.57/86.52 (~P8(f3(a1),f10(f13(f5(f4(a1),a1),a1),f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,1587,1478,1767,1669,1755,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,1281,172,1268,1509,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874])). % 86.57/86.52 cnf(2779,plain, % 86.57/86.52 (~P9(f11(f3(a1),x27791,a1),x27791,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2783,plain, % 86.57/86.52 (~P10(f10(f10(f3(a1),f4(a1),a1),f34(x27831,x27832),a1),f10(f10(f4(a1),f4(a1),a1),f34(x27831,x27832),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975])). % 86.57/86.52 cnf(2785,plain, % 86.57/86.52 (~P9(f11(f3(a1),f11(f34(x27851,x27852),x27853,a1),a1),x27853,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810])). % 86.57/86.52 cnf(2786,plain, % 86.57/86.52 (~P9(f11(f3(a1),x27861,a1),x27861,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2790,plain, % 86.57/86.52 (~E(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1653,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478])). % 86.57/86.52 cnf(2792,plain, % 86.57/86.52 (~P9(f11(f11(f10(f14(f3(a1)),f14(f3(a1)),a1),f10(x27921,x27921,a1),a1),x27922,a1),x27922,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1653,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937])). % 86.57/86.52 cnf(2793,plain, % 86.57/86.52 (~P9(f11(f3(a1),x27931,a1),x27931,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2794,plain, % 86.57/86.52 (P8(x27941,f11(f10(f14(x27941),f14(x27941),a1),f10(x27942,x27942,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2796,plain, % 86.57/86.52 (~P10(f10(f34(x27961,x27962),f10(f3(a1),f4(a1),a1),a1),f10(f34(x27961,x27962),f10(f4(a1),f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1653,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974])). % 86.57/86.52 cnf(2799,plain, % 86.57/86.52 (~P9(f11(f3(a1),x27991,a1),x27991,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2801,plain, % 86.57/86.52 (P9(f13(f5(f4(a1),a1),a1),f11(f4(a1),f5(x28011,a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1653,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712])). % 86.57/86.52 cnf(2804,plain, % 86.57/86.52 (~P9(x28041,f9(f10(x28041,f34(x28042,x28043),a1),f34(x28042,x28043),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2808,plain, % 86.57/86.52 (P8(x28081,f11(f10(f14(x28081),f14(x28081),a1),f10(x28082,x28082,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2812,plain, % 86.57/86.52 (P8(f3(a1),f34(x28121,x28122),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889])). % 86.57/86.52 cnf(2818,plain, % 86.57/86.52 (~P8(f11(f34(x28181,x28182),f10(f9(x28183,f34(x28184,x28185),a1),f34(x28184,x28185),a1),a1),x28183,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967])). % 86.57/86.52 cnf(2819,plain, % 86.57/86.52 (~P8(f9(f11(f34(x28191,x28192),f10(x28193,f34(x28194,x28195),a1),a1),f34(x28194,x28195),a1),x28193,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2821,plain, % 86.57/86.52 (~P8(f11(f34(x28211,x28212),f11(x28213,f11(f10(f14(f3(a1)),f14(f3(a1)),a1),f10(x28214,x28214,a1),a1),a1),a1),x28213,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817])). % 86.57/86.52 cnf(2822,plain, % 86.57/86.52 (~P8(f11(f34(x28221,x28222),x28223,a1),x28223,a1)), % 86.57/86.52 inference(rename_variables,[],[1480])). % 86.57/86.52 cnf(2823,plain, % 86.57/86.52 (P8(x28231,f11(f10(f14(x28231),f14(x28231),a1),f10(x28232,x28232,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2826,plain, % 86.57/86.52 (~P8(f9(f11(f34(x28261,x28262),f10(x28263,f34(x28264,x28265),a1),a1),f34(x28264,x28265),a1),x28263,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2833,plain, % 86.57/86.52 (~P9(f3(a1),f9(f10(f3(a1),x28331,a1),f34(x28332,x28333),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003])). % 86.57/86.52 cnf(2840,plain, % 86.57/86.52 (~P9(f9(x28401,f11(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897])). % 86.57/86.52 cnf(2841,plain, % 86.57/86.52 (~P9(f11(f3(a1),x28411,a1),x28411,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2843,plain, % 86.57/86.52 (~P8(f11(f3(a1),f11(f34(x28431,x28432),x28433,a1),a1),x28433,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818])). % 86.57/86.52 cnf(2844,plain, % 86.57/86.52 (~P9(f11(f3(a1),x28441,a1),x28441,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2846,plain, % 86.57/86.52 (~P8(f11(f34(x28461,x28462),f11(f11(f10(f14(f3(a1)),f14(f3(a1)),a1),f10(x28463,x28463,a1),a1),x28464,a1),a1),x28464,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816])). % 86.57/86.52 cnf(2848,plain, % 86.57/86.52 (P8(x28481,f11(f10(f14(x28481),f14(x28481),a1),f10(x28482,x28482,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2851,plain, % 86.57/86.52 (~P9(f11(f3(a1),x28511,a1),x28511,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2853,plain, % 86.57/86.52 (~P8(f3(a1),f9(f9(f11(f34(x28531,x28532),f10(f3(a1),f34(x28533,x28534),a1),a1),f34(x28533,x28534),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888])). % 86.57/86.52 cnf(2854,plain, % 86.57/86.52 (~P8(f9(f11(f34(x28541,x28542),f10(x28543,f34(x28544,x28545),a1),a1),f34(x28544,x28545),a1),x28543,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2860,plain, % 86.57/86.52 (~P9(f3(a1),f9(f11(f3(a1),f3(a1),a1),x28601,a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894])). % 86.57/86.52 cnf(2861,plain, % 86.57/86.52 (~P9(f11(f3(a1),x28611,a1),x28611,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2863,plain, % 86.57/86.52 (~P8(f9(f9(f11(f34(x28631,x28632),f10(f10(x28633,f34(x28634,x28635),a1),f34(x28636,x28637),a1),a1),f34(x28636,x28637),a1),f34(x28634,x28635),a1),x28633,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997])). % 86.57/86.52 cnf(2864,plain, % 86.57/86.52 (~P8(f9(f11(f34(x28641,x28642),f10(x28643,f34(x28644,x28645),a1),a1),f34(x28644,x28645),a1),x28643,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2867,plain, % 86.57/86.52 (~P9(x28671,f9(f10(x28671,f34(x28672,x28673),a1),f34(x28672,x28673),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2869,plain, % 86.57/86.52 (~P9(f11(f3(a1),f11(f11(f10(f14(f3(a1)),f14(f3(a1)),a1),f10(x28691,x28691,a1),a1),x28692,a1),a1),x28692,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819])). % 86.57/86.52 cnf(2870,plain, % 86.57/86.52 (~P9(f11(f3(a1),x28701,a1),x28701,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2871,plain, % 86.57/86.52 (P8(x28711,f11(f10(f14(x28711),f14(x28711),a1),f10(x28712,x28712,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2873,plain, % 86.57/86.52 (~P9(f3(a1),f9(x28731,f11(f3(a1),f3(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893])). % 86.57/86.52 cnf(2874,plain, % 86.57/86.52 (~P9(f11(f3(a1),x28741,a1),x28741,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2876,plain, % 86.57/86.52 (~P9(f9(f11(f3(a1),f3(a1),a1),x28761,a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898])). % 86.57/86.52 cnf(2877,plain, % 86.57/86.52 (~P9(f11(f3(a1),x28771,a1),x28771,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(2880,plain, % 86.57/86.52 (~P9(x28801,x28801,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2882,plain, % 86.57/86.52 (~P9(x28821,f9(f10(x28821,f13(f5(f4(a1),a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052])). % 86.57/86.52 cnf(2883,plain, % 86.57/86.52 (~P9(x28831,x28831,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2886,plain, % 86.57/86.52 (~P9(x28861,x28861,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2889,plain, % 86.57/86.52 (~P9(x28891,x28891,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2893,plain, % 86.57/86.52 (P8(x28931,f11(f10(f14(x28931),f14(x28931),a1),f10(x28932,x28932,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2895,plain, % 86.57/86.52 (~P9(f11(f3(a1),f9(x28951,f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882])). % 86.57/86.52 cnf(2896,plain, % 86.57/86.52 (~P9(x28961,x28961,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2900,plain, % 86.57/86.52 (~P9(x29001,f9(f10(x29001,f34(x29002,x29003),a1),f34(x29002,x29003),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2901,plain, % 86.57/86.52 (~P9(f9(f10(x29011,f34(x29012,x29013),a1),f34(x29012,x29013),a1),x29011,a1)), % 86.57/86.52 inference(rename_variables,[],[1519])). % 86.57/86.52 cnf(2904,plain, % 86.57/86.52 (~P9(x29041,x29041,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2905,plain, % 86.57/86.52 (~P8(f9(f11(f34(x29051,x29052),f10(x29053,f34(x29054,x29055),a1),a1),f34(x29054,x29055),a1),x29053,a1)), % 86.57/86.52 inference(rename_variables,[],[2149])). % 86.57/86.52 cnf(2908,plain, % 86.57/86.52 (~P9(x29081,x29081,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(2912,plain, % 86.57/86.52 (~P9(x29121,f9(f10(x29121,f34(x29122,x29123),a1),f34(x29122,x29123),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2913,plain, % 86.57/86.52 (~P9(f9(f10(x29131,f34(x29132,x29133),a1),f34(x29132,x29133),a1),x29131,a1)), % 86.57/86.52 inference(rename_variables,[],[1519])). % 86.57/86.52 cnf(2914,plain, % 86.57/86.52 (P8(x29141,f11(f10(f14(x29141),f14(x29141),a1),f10(x29142,x29142,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2916,plain, % 86.57/86.52 (~P8(f9(x29161,f9(f10(f3(a1),f34(x29162,x29163),a1),f34(x29162,x29163),a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,2896,2904,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,1534,243,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942])). % 86.57/86.52 cnf(2917,plain, % 86.57/86.52 (~P9(x29171,f9(f10(x29171,f34(x29172,x29173),a1),f34(x29172,x29173),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2918,plain, % 86.57/86.52 (~P9(f9(f10(x29181,f34(x29182,x29183),a1),f34(x29182,x29183),a1),x29181,a1)), % 86.57/86.52 inference(rename_variables,[],[1519])). % 86.57/86.52 cnf(2922,plain, % 86.57/86.52 (P8(x29221,f11(f10(f14(x29221),f14(x29221),a1),f10(x29222,x29222,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1167])). % 86.57/86.52 cnf(2925,plain, % 86.57/86.52 (~P9(x29251,f9(f10(x29251,f34(x29252,x29253),a1),f34(x29252,x29253),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1524])). % 86.57/86.52 cnf(2932,plain, % 86.57/86.52 (~P9(x29321,x29321,f11(f10(f7(x29322,x29322,a1),x29323,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450])). % 86.57/86.52 cnf(2934,plain, % 86.57/86.52 (~P8(f9(f11(f34(x29341,x29342),f10(f11(f11(x29343,x29344,a1),f5(x29344,a1),a1),f34(x29345,x29346),a1),a1),f34(x29345,x29346),a1),x29343,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450,821])). % 86.57/86.52 cnf(2938,plain, % 86.57/86.52 (~P8(f9(f11(f34(x29381,x29382),f10(f13(f13(x29383,a1),a1),f34(x29384,x29385),a1),a1),f34(x29384,x29385),a1),x29383,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450,821,594,654])). % 86.57/86.52 cnf(2940,plain, % 86.57/86.52 (~P9(f3(a1),f9(f10(f13(f3(a1),a1),f34(x29401,x29402),a1),f34(x29401,x29402),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450,821,594,654,634])). % 86.57/86.52 cnf(2942,plain, % 86.57/86.52 (~P9(f10(x29421,x29421,a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450,821,594,654,634,731])). % 86.57/86.52 cnf(2946,plain, % 86.57/86.52 (P8(x29461,f10(f7(f14(f11(x29461,f10(x29462,x29462,a1),a1)),f7(x29463,x29463,a1),a1),f14(f11(x29461,f10(x29462,x29462,a1),a1)),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450,821,594,654,634,731,486,971])). % 86.57/86.52 cnf(2953,plain, % 86.57/86.52 (~P8(f11(f34(x29531,x29532),f9(f3(a1),f34(x29533,x29534),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1381,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2387,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450,821,594,654,634,731,486,971,592,133,834,854])). % 86.57/86.52 cnf(2961,plain, % 86.57/86.52 (P9(f3(a1),f34(x29611,x29612),a1)), % 86.57/86.52 inference(rename_variables,[],[247])). % 86.57/86.52 cnf(2965,plain, % 86.57/86.52 (~P8(f9(f11(f34(x29651,x29652),f10(f10(f3(a1),f34(x29653,x29654),a1),f34(x29655,x29656),a1),a1),f34(x29655,x29656),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,2961,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1381,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2387,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,206,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450,821,594,654,634,731,486,971,592,133,834,854,859,860,938,994,851])). % 86.57/86.52 cnf(2974,plain, % 86.57/86.52 (E(f11(f10(f14(x29741),f14(x29741),a1),f10(x29742,x29742,a1),a1),x29741)+~P8(f11(f10(f14(x29741),f14(x29741),a1),f10(x29742,x29742,a1),a1),x29741,a1)), % 86.57/86.52 inference(scs_inference,[],[1662,1163,1167,2301,2665,2691,2744,2794,2808,2823,2848,2871,2893,2914,2922,1587,1200,1478,1767,1669,1755,1944,1674,2149,2277,2314,2356,2370,2383,2392,2449,2467,2577,2661,2682,2707,2738,2756,2819,2826,2854,2864,2905,1889,2343,2416,2655,2658,2721,2753,1986,1984,1170,2639,1193,1589,247,2386,2961,265,2539,2765,2880,2883,2886,2889,2896,2904,2908,251,257,156,1219,1240,173,1313,1431,1487,1483,2308,2440,2462,2710,2715,2741,2779,2786,2793,2799,2841,2844,2851,2861,2870,2874,2877,1381,1471,268,1316,1433,1524,2296,2311,2365,2397,2425,2432,2459,2515,2668,2688,2727,2733,2750,2771,2774,2804,2867,2900,2912,2917,2925,1281,1450,172,1268,1509,1312,1307,2730,1385,1211,2242,1966,1930,2069,2289,2317,1912,1892,1846,2133,1904,1831,1791,1822,1684,1785,2045,1680,2363,2373,2452,2454,2465,2472,2478,2482,2484,2496,2498,2500,2502,2504,2506,2508,2518,2520,2522,2524,2526,2528,2533,2535,2537,2541,2543,2545,2547,2553,2555,2557,2559,2561,2563,2565,2567,2569,2571,2575,2579,2581,2583,2585,2587,2589,2591,2593,2595,2597,2599,2601,2603,2605,2607,2609,2611,2613,2615,2617,2619,2621,2623,2625,2627,2629,2631,2633,1644,1954,1841,1884,2232,1648,1689,2328,1924,2098,2028,2120,2387,2157,2255,2257,2035,2144,2259,2649,2223,2405,1850,1686,2321,2002,2234,2334,2337,2020,1857,2493,1379,1653,2207,2128,2067,1750,2095,2251,1480,2822,1519,2901,2913,2918,1534,243,2672,193,1311,1310,150,187,1304,190,159,179,144,143,1982,1980,1978,1976,1972,1970,1968,1962,1960,1956,1952,1950,1948,1946,1942,1940,1938,1936,1934,1932,1928,1920,1918,1914,1910,1902,1900,1898,1896,1894,1877,1870,1868,1863,1855,1844,1839,1837,1820,1810,1808,1806,1804,1802,1800,1796,1794,1787,1781,1779,2238,1772,2236,1326,1318,1323,192,151,1827,1695,206,152,169,196,207,209,222,170,174,182,214,216,146,160,197,162,154,157,177,186,199,176,809,553,395,554,561,471,271,462,514,558,14,577,557,556,555,559,552,270,2,820,590,823,1106,1107,1124,1122,799,693,913,349,624,470,659,683,822,497,83,795,793,791,82,340,596,661,488,637,912,345,969,468,662,461,901,758,529,722,346,1025,1126,1128,827,691,528,397,1125,658,517,792,639,527,723,657,81,114,622,660,1123,121,811,347,79,688,348,137,475,90,129,344,686,826,970,97,117,100,142,88,91,109,685,487,70,689,135,67,122,106,127,74,628,108,89,104,69,120,84,105,118,638,506,123,76,126,92,86,75,85,71,115,101,3,87,73,119,80,99,131,110,78,128,140,103,68,111,134,98,102,72,93,112,139,95,124,130,96,125,94,138,107,141,77,136,656,1039,1041,1042,951,960,1040,847,705,873,935,995,848,713,709,842,875,540,1014,747,987,841,677,959,534,673,674,1038,993,961,706,356,910,473,1015,479,675,1022,708,864,678,711,992,710,1013,707,861,680,909,874,1012,607,975,810,671,478,937,974,1021,712,679,936,676,889,890,967,817,885,896,886,1003,892,1001,897,818,816,999,888,891,887,894,997,900,819,893,898,1050,1052,1055,1056,1068,882,941,940,881,883,942,1066,943,884,450,821,594,654,634,731,486,971,592,133,834,854,859,860,938,994,851,870,398,494,116,574])). % 86.57/86.52 cnf(2977,plain, % 86.57/86.52 (~P8(f14(f14(f11(f34(x29771,x29772),f4(a1),a1))),f4(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1641,553])). % 86.57/86.52 cnf(2981,plain, % 86.57/86.52 (~P9(f9(f9(f11(f34(x29811,x29812),f10(f10(x29813,f34(x29814,x29815),a1),f34(x29816,x29817),a1),a1),f34(x29816,x29817),a1),f34(x29814,x29815),a1),x29813,a1)), % 86.57/86.52 inference(scs_inference,[],[2427,2863,1641,553,395,514])). % 86.57/86.52 cnf(2986,plain, % 86.57/86.52 (~E(f11(f11(f10(f7(x29861,x29861,a1),x29862,a1),x29863,a1),f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x29863)), % 86.57/86.52 inference(rename_variables,[],[2572])). % 86.57/86.52 cnf(2988,plain, % 86.57/86.52 (~P8(f9(f10(f11(f34(x29881,x29882),x29883,a1),f34(x29884,x29885),a1),f34(x29884,x29885),a1),x29883,a1)), % 86.57/86.52 inference(scs_inference,[],[2427,2863,1641,2572,2385,553,395,514,554,271,809])). % 86.57/86.52 cnf(2989,plain, % 86.57/86.52 (~P8(f11(f34(x29891,x29892),f9(f10(x29893,f34(x29894,x29895),a1),f34(x29894,x29895),a1),a1),x29893,a1)), % 86.57/86.52 inference(rename_variables,[],[2385])). % 86.57/86.52 cnf(2991,plain, % 86.57/86.52 (P8(x29911,f9(f9(f11(f34(x29912,x29913),f10(f10(x29911,f34(x29914,x29915),a1),f34(x29916,x29917),a1),a1),f34(x29916,x29917),a1),f34(x29914,x29915),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2427,2863,1641,2572,2385,553,395,514,554,271,809,471])). % 86.57/86.52 cnf(2995,plain, % 86.57/86.52 (~E(f14(f5(f34(x29951,x29952),a1)),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[2427,2863,1435,1641,2572,2385,2399,553,395,514,554,271,809,471,556,462])). % 86.57/86.52 cnf(2997,plain, % 86.57/86.52 (~E(f11(f10(x29971,x29972,a1),f4(a1),a1),f10(f7(x29971,f7(x29973,x29973,a1),a1),x29972,a1))), % 86.57/86.52 inference(scs_inference,[],[2427,2863,1435,1641,2572,2327,2385,2399,553,395,514,554,271,809,471,556,462,14])). % 86.57/86.52 cnf(3000,plain, % 86.57/86.52 (~P9(f11(f5(x30001,a1),f4(a1),a1),x30001,a1)), % 86.57/86.52 inference(rename_variables,[],[268])). % 86.57/86.52 cnf(3008,plain, % 86.57/86.52 (P8(x30081,f9(f11(f34(x30082,x30083),f10(f5(x30081,a1),f34(x30084,x30085),a1),a1),f34(x30084,x30085),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,1487,1435,268,1646,1641,2572,2327,2385,2399,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577])). % 86.57/86.52 cnf(3009,plain, % 86.57/86.52 (P8(x30091,f9(f11(f34(x30092,x30093),f10(x30091,f34(x30094,x30095),a1),a1),f34(x30094,x30095),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3012,plain, % 86.57/86.52 (~P9(x30121,f13(f13(x30121,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1258])). % 86.57/86.52 cnf(3017,plain, % 86.57/86.52 (E(f11(x30171,f11(f10(f7(x30172,x30172,a1),x30173,a1),x30174,a1),a1),f11(x30171,x30174,a1))), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,1487,1435,1726,268,1258,1646,1641,2572,2986,2327,2385,2399,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2])). % 86.57/86.52 cnf(3023,plain, % 86.57/86.52 (~P9(x30231,f9(f10(f13(f13(x30231,a1),a1),f34(x30232,x30233),a1),f34(x30232,x30233),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,1487,1435,1726,268,1258,1646,1641,2572,2986,2327,2385,2752,2355,2424,2399,159,199,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655])). % 86.57/86.52 cnf(3027,plain, % 86.57/86.52 (~P9(x30271,f10(f9(f10(f9(x30271,f34(x30272,x30273),a1),f34(x30274,x30275),a1),f34(x30274,x30275),a1),f34(x30272,x30273),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2667])). % 86.57/86.52 cnf(3031,plain, % 86.57/86.52 (~P8(x30311,f13(f9(f11(f34(x30312,x30313),f10(f13(f13(f13(x30311,a1),a1),a1),f34(x30314,x30315),a1),a1),f34(x30314,x30315),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,247,1487,1435,1726,268,1258,1646,1641,2572,2986,2327,2538,2385,2667,2752,2355,2424,2473,2399,159,157,199,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654])). % 86.57/86.52 cnf(3034,plain, % 86.57/86.52 (~E(f11(f10(x30341,x30342,a1),f34(x30343,x30344),a1),f11(f10(x30345,x30342,a1),f10(f7(x30341,x30345,a1),x30342,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,247,1487,1435,1726,268,1258,1646,1641,2572,2986,2729,2327,2538,2385,2667,2752,2355,2424,2473,2399,159,182,157,199,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107])). % 86.57/86.52 cnf(3043,plain, % 86.57/86.52 (~P8(f11(f10(x30431,x30432,a1),f11(f11(f10(f14(f34(x30433,x30434)),f14(f34(x30433,x30434)),a1),f10(x30435,x30435,a1),a1),x30436,a1),a1),f11(f10(x30431,x30432,a1),x30436,a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,247,1487,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2538,2385,2667,2663,2752,2355,2424,2473,2399,159,151,182,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124])). % 86.57/86.52 cnf(3047,plain, % 86.57/86.52 (~P8(f13(f10(f5(f4(a1),a1),f13(f5(f4(a1),a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,247,1487,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2538,2385,2667,2663,2752,2355,2424,2473,2399,159,151,182,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661])). % 86.57/86.52 cnf(3049,plain, % 86.57/86.52 (~P8(f10(f9(f11(f34(x30491,x30492),x30493,a1),f34(x30494,x30495),a1),f34(x30494,x30495),a1),x30493,a1)), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,247,1487,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2538,2385,2818,2667,2663,2752,2355,2424,2473,2399,159,151,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823])). % 86.57/86.52 cnf(3052,plain, % 86.57/86.52 (~E(f11(f5(f4(a1),a1),f3(a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,247,1487,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2389,2538,2385,2818,2667,2663,2752,2355,2424,2473,2399,159,151,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488])). % 86.57/86.52 cnf(3054,plain, % 86.57/86.52 (~P8(f11(f11(f34(x30541,x30542),x30543,a1),f11(f10(f14(f3(a1)),f14(f3(a1)),a1),f10(x30544,x30544,a1),a1),a1),x30543,a1)), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,247,1487,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2389,2538,2385,2818,2667,2821,2663,2752,2355,2424,2473,2399,187,159,151,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822])). % 86.57/86.52 cnf(3059,plain, % 86.57/86.52 (~P8(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),f13(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2286,2427,2444,2863,247,1487,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2389,2538,2385,2818,2667,2821,2663,2752,2355,2424,2473,2399,150,187,159,151,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637])). % 86.57/86.52 cnf(3065,plain, % 86.57/86.52 (P8(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f9(f11(f34(x30651,x30652),f10(f11(a29,f15(a30,a2),a1),f34(x30653,x30654),a1),a1),f34(x30653,x30654),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2427,2444,2863,247,251,1487,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2389,2538,2385,2818,2667,2821,2663,2752,2355,2424,2473,2399,150,187,159,151,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693])). % 86.57/86.52 cnf(3066,plain, % 86.57/86.52 (P8(x30661,f9(f11(f34(x30662,x30663),f10(x30661,f34(x30664,x30665),a1),a1),f34(x30664,x30665),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3068,plain, % 86.57/86.52 (~P9(f3(a1),f10(f5(f4(a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2427,2444,2863,247,251,1487,173,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2389,2538,2385,2818,2667,2821,2663,2752,2355,2424,2473,2399,150,187,159,151,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528])). % 86.57/86.52 cnf(3071,plain, % 86.57/86.52 (~P8(f11(f34(x30711,x30712),f9(f10(x30713,f34(x30714,x30715),a1),f34(x30714,x30715),a1),a1),x30713,a1)), % 86.57/86.52 inference(rename_variables,[],[2385])). % 86.57/86.52 cnf(3075,plain, % 86.57/86.52 (~P9(f13(f10(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2427,2444,2863,247,251,1487,173,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2327,2389,2538,2385,2989,2818,2667,2821,2663,2752,2355,2424,2473,2399,150,187,159,151,146,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662])). % 86.57/86.52 cnf(3077,plain, % 86.57/86.52 (P8(x30771,x30771,f11(f10(f7(x30772,x30772,a1),x30773,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2427,2444,2863,247,251,1487,173,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2752,2355,2424,2473,2399,150,187,159,151,146,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497])). % 86.57/86.52 cnf(3078,plain, % 86.57/86.52 (P29(f11(f10(f7(x30781,x30781,a1),x30782,a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[2560])). % 86.57/86.52 cnf(3080,plain, % 86.57/86.52 (~E(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2427,2444,2863,247,251,1487,173,1435,1726,268,1258,1646,1641,1211,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2752,2355,2424,2473,2399,150,187,159,151,146,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468])). % 86.57/86.52 cnf(3088,plain, % 86.57/86.52 (P8(x30881,f5(f5(f5(x30881,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,247,251,1487,173,1435,1726,1547,268,1258,1646,1641,1211,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2752,2355,2424,2473,2399,1310,150,187,159,151,146,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622])). % 86.57/86.52 cnf(3092,plain, % 86.57/86.52 (E(x30921,f11(f10(f7(x30922,x30922,a1),x30923,a1),x30921,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(3094,plain, % 86.57/86.52 (~P9(x30941,x30941,f10(f4(a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[1577])). % 86.57/86.52 cnf(3096,plain, % 86.57/86.52 (P8(f11(f10(f7(x30961,x30961,a1),f14(x30962),a1),x30962,a1),f11(f10(f14(x30962),f14(x30962),a1),f10(x30963,x30963,a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1726,1547,268,1258,1646,1641,1211,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2752,2355,2424,2473,2399,1680,1310,150,187,159,2372,1339,151,146,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126])). % 86.57/86.52 cnf(3100,plain, % 86.57/86.52 (~P9(f11(f10(x31001,x31002,a1),x31003,a1),f11(f10(x31004,x31002,a1),f11(f10(f7(x31005,x31005,a1),x31006,a1),f11(f10(f7(x31001,x31004,a1),x31002,a1),x31003,a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1726,1547,268,1258,1646,1701,1641,1211,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2752,2355,2424,2473,2399,1680,1310,150,187,159,2372,1339,151,146,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125])). % 86.57/86.52 cnf(3105,plain, % 86.57/86.52 (~E(f5(f5(f4(a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1726,1547,268,1258,1646,1701,1641,1211,1812,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2752,2355,2424,2473,2399,1680,1310,150,187,159,2372,1339,1323,151,146,182,222,162,157,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346])). % 86.57/86.52 cnf(3112,plain, % 86.57/86.52 (~P9(f11(f3(a1),f11(f34(x31121,x31122),x31123,a1),a1),x31123,a1)), % 86.57/86.52 inference(rename_variables,[],[2785])). % 86.57/86.52 cnf(3116,plain, % 86.57/86.52 (~P9(f11(f7(x31161,x31161,a1),f7(x31161,x31161,a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1726,1547,268,1258,2107,1646,1701,2091,1641,1211,1812,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2785,2752,2355,2424,2473,2399,1680,1310,150,187,159,2372,1339,1321,1323,151,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792])). % 86.57/86.52 cnf(3118,plain, % 86.57/86.52 (P8(x31181,f11(f10(f7(x31182,x31182,a1),x31183,a1),x31181,a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1726,1547,268,1258,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2785,2752,2355,2424,2473,2399,1680,1310,150,187,159,2372,1339,1321,1323,151,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970])). % 86.57/86.52 cnf(3121,plain, % 86.57/86.52 (~P9(f3(a1),f9(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,172,1726,1492,1547,268,1258,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2785,2752,2355,2424,2473,2399,1680,1310,150,187,159,2372,1339,1321,1323,151,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527])). % 86.57/86.52 cnf(3124,plain, % 86.57/86.52 (~P9(f10(x31241,x31241,a1),f3(a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2942])). % 86.57/86.52 cnf(3126,plain, % 86.57/86.52 (P9(f3(a1),f5(f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,172,1726,1492,1547,268,1258,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2785,2752,2355,2424,2473,2942,2399,1680,1310,150,187,159,2372,1339,1321,1323,151,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461])). % 86.57/86.52 cnf(3129,plain, % 86.57/86.52 (~P9(f11(f5(x31291,a1),f4(a1),a1),x31291,a1)), % 86.57/86.52 inference(rename_variables,[],[268])). % 86.57/86.52 cnf(3131,plain, % 86.57/86.52 (~P8(f13(f3(a1),a1),f10(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,172,1726,1492,1547,268,3000,1258,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2785,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,1339,1321,1323,151,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688])). % 86.57/86.52 cnf(3135,plain, % 86.57/86.52 (P10(f5(f4(a1),a1),f11(f10(f7(x31351,x31351,a1),x31352,a1),f11(f10(f7(x31353,x31353,a1),x31354,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,172,1726,1492,1547,268,3000,1258,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,2818,2667,2821,2663,2785,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,1339,1321,1323,151,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82])). % 86.57/86.52 cnf(3136,plain, % 86.57/86.52 (E(f11(x31361,x31362,a1),f11(x31361,f11(f10(f7(x31363,x31363,a1),x31364,a1),x31362,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3137,plain, % 86.57/86.52 (~P8(f9(f11(f34(x31371,x31372),f10(f9(f10(x31373,f34(x31374,x31375),a1),f34(x31374,x31375),a1),f34(x31376,x31377),a1),a1),f34(x31376,x31377),a1),x31373,a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,172,1726,1492,1547,268,3000,1258,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,2818,2667,2821,2755,2663,2785,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,1339,1321,1323,151,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912])). % 86.57/86.52 cnf(3138,plain, % 86.57/86.52 (P9(f3(a1),f34(x31381,x31382),a1)), % 86.57/86.52 inference(rename_variables,[],[247])). % 86.57/86.52 cnf(3141,plain, % 86.57/86.52 (~P9(f13(f13(f13(f13(x31411,a1),a1),a1),a1),x31411,a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,172,1726,1492,1547,268,3000,1258,3012,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,2818,2667,2821,2755,2663,2785,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,1339,1321,1323,151,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691])). % 86.57/86.52 cnf(3142,plain, % 86.57/86.52 (~P9(x31421,f13(f13(x31421,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1258])). % 86.57/86.52 cnf(3146,plain, % 86.57/86.52 (~P8(f11(f11(f34(x31461,x31462),f9(f10(f11(x31463,f5(x31464,a1),a1),f34(x31465,x31466),a1),f34(x31465,x31466),a1),a1),x31464,a1),x31463,a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,172,1726,1492,1547,268,3000,1258,3012,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,1339,1322,1321,1323,151,169,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969])). % 86.57/86.52 cnf(3147,plain, % 86.57/86.52 (~P8(f11(f34(x31471,x31472),f9(f10(x31473,f34(x31474,x31475),a1),f34(x31474,x31475),a1),a1),x31473,a1)), % 86.57/86.52 inference(rename_variables,[],[2385])). % 86.57/86.52 cnf(3150,plain, % 86.57/86.52 (E(f11(x31501,x31502,a1),f11(x31501,f11(f10(f7(x31503,x31503,a1),x31504,a1),x31502,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3151,plain, % 86.57/86.52 (~P9(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),f13(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,172,1726,3136,1492,1547,268,3000,1258,3012,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,2464,1339,1322,1321,1323,151,169,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639])). % 86.57/86.52 cnf(3154,plain, % 86.57/86.52 (E(f11(x31541,x31542,a1),f11(x31541,f11(f10(f7(x31543,x31543,a1),x31544,a1),x31542,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3158,plain, % 86.57/86.52 (~P9(x31581,f13(f11(f3(a1),f13(x31581,a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1483,172,1726,3136,3150,1492,1547,268,3000,1258,3012,2107,1646,1701,2091,1641,1298,1211,1812,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,2453,2464,1339,1322,1321,1323,151,169,146,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685])). % 86.57/86.52 cnf(3159,plain, % 86.57/86.52 (~P9(f11(f3(a1),x31591,a1),x31591,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(3165,plain, % 86.57/86.52 (E(f11(x31651,x31652,a1),f11(x31651,f11(f10(f7(x31653,x31653,a1),x31654,a1),x31652,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3167,plain, % 86.57/86.52 (E(f11(x31671,x31672,a1),f11(x31671,f11(f10(f7(x31673,x31673,a1),x31674,a1),x31672,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3173,plain, % 86.57/86.52 (E(f11(x31731,x31732,a1),f11(x31731,f11(f10(f7(x31733,x31733,a1),x31734,a1),x31732,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3174,plain, % 86.57/86.52 (~E(f8(f5(f4(a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1483,172,1726,3136,3150,3154,3165,3167,1492,1547,268,3000,1579,1258,3012,2107,1646,1701,2091,1641,1298,1211,1812,2319,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,2453,2464,2471,2477,2507,1339,1322,1321,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344])). % 86.57/86.52 cnf(3176,plain, % 86.57/86.52 (~E(f12(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1483,172,1726,3136,3150,3154,3165,3167,1492,1547,268,3000,1579,1258,3012,2107,1646,1701,2091,1641,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2327,2389,2560,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,2453,2464,2471,2477,2507,1339,1322,1320,1321,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348])). % 86.57/86.52 cnf(3181,plain, % 86.57/86.52 (E(f11(x31811,x31812,a1),f11(x31811,f11(f10(f7(x31813,x31813,a1),x31814,a1),x31812,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3183,plain, % 86.57/86.52 (E(f11(x31831,x31832,a1),f11(x31831,f11(f10(f7(x31833,x31833,a1),x31834,a1),x31832,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3185,plain, % 86.57/86.52 (~P9(x31851,f13(f13(x31851,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1258])). % 86.57/86.52 cnf(3187,plain, % 86.57/86.52 (~E(f16(x31871,f16(x31872,f16(x31873,f16(x31874,f16(a31,a32,a2),a2),a2),a2),a2),f3(f27(a2)))), % 86.57/86.52 inference(scs_inference,[],[1163,2286,3009,1587,2455,2427,2444,2863,2342,2720,247,251,1487,1577,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,1492,1547,268,3000,1579,1258,3012,3142,2107,1736,1646,1701,2091,1641,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2550,2327,2389,2560,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,2453,2464,2471,2477,2505,2507,2517,1339,1322,1320,1321,1323,151,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506])). % 86.57/86.52 cnf(3190,plain, % 86.57/86.52 (P8(x31901,f9(f11(f34(x31902,x31903),f10(x31901,f34(x31904,x31905),a1),a1),f34(x31904,x31905),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3194,plain, % 86.57/86.52 (E(f11(x31941,x31942,a1),f11(x31941,f11(f10(f7(x31943,x31943,a1),x31944,a1),x31942,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3196,plain, % 86.57/86.52 (E(f11(x31961,x31962,a1),f11(x31961,f11(f10(f7(x31963,x31963,a1),x31964,a1),x31962,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3198,plain, % 86.57/86.52 (E(f11(x31981,x31982,a1),f11(x31981,f11(f10(f7(x31983,x31983,a1),x31984,a1),x31982,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3199,plain, % 86.57/86.52 (~E(f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x31991,f10(f4(a1),a1,a1)),x31991)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1587,2455,2360,2427,2444,2863,2342,2720,247,251,1487,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,1492,1547,268,3000,1579,1258,3012,3142,2107,1736,1646,1701,2091,1641,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2550,2327,2389,2560,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,2453,2464,2471,2477,2505,2507,2517,2525,2532,2546,1339,1322,1320,1321,1323,151,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70])). % 86.57/86.52 cnf(3200,plain, % 86.57/86.52 (P9(x32001,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x32001,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[2360])). % 86.57/86.52 cnf(3202,plain, % 86.57/86.52 (E(f11(x32021,x32022,a1),f11(x32021,f11(f10(f7(x32023,x32023,a1),x32024,a1),x32022,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3204,plain, % 86.57/86.52 (E(f11(x32041,x32042,a1),f11(x32041,f11(f10(f7(x32043,x32043,a1),x32044,a1),x32042,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3206,plain, % 86.57/86.52 (E(f11(x32061,x32062,a1),f11(x32061,f11(f10(f7(x32063,x32063,a1),x32064,a1),x32062,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3208,plain, % 86.57/86.52 (E(f11(x32081,x32082,a1),f11(x32081,f11(f10(f7(x32083,x32083,a1),x32084,a1),x32082,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3210,plain, % 86.57/86.52 (E(f11(x32101,x32102,a1),f11(x32101,f11(f10(f7(x32103,x32103,a1),x32104,a1),x32102,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3211,plain, % 86.57/86.52 (P62(f11(f10(f7(x32111,x32111,a1),x32112,a1),f11(f10(f7(x32113,x32113,a1),x32114,a1),a1,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1587,2455,2360,2427,2444,2863,2342,2720,247,251,1487,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,1492,1547,268,3000,1579,1258,3012,3142,2107,1736,1646,1701,2091,1641,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2540,2550,2327,2389,2560,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,2453,2464,2471,2477,2483,2495,2505,2507,2517,2523,2525,2532,2546,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117])). % 86.57/86.52 cnf(3212,plain, % 86.57/86.52 (E(f11(x32121,x32122,a1),f11(x32121,f11(f10(f7(x32123,x32123,a1),x32124,a1),x32122,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3213,plain, % 86.57/86.52 (~E(x32131,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x32131,f10(f4(a1),a1,a1)))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1587,2455,2360,3200,2427,2444,2863,2342,2720,247,251,1487,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,1492,1547,268,3000,1579,1258,3012,3142,2107,1736,1646,1701,2091,1641,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2540,2550,2327,2389,2560,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,1310,150,187,159,2372,2453,2464,2471,2477,2483,2495,2505,2507,2517,2523,2525,2532,2546,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69])). % 86.57/86.52 cnf(3214,plain, % 86.57/86.52 (~P9(x32141,x32141,f10(f4(a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[1577])). % 86.57/86.52 cnf(3216,plain, % 86.57/86.52 (E(f11(x32161,x32162,a1),f11(x32161,f11(f10(f7(x32163,x32163,a1),x32164,a1),x32162,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3220,plain, % 86.57/86.52 (E(f11(x32201,x32202,a1),f11(x32201,f11(f10(f7(x32203,x32203,a1),x32204,a1),x32202,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3222,plain, % 86.57/86.52 (E(f11(x32221,x32222,a1),f11(x32221,f11(f10(f7(x32223,x32223,a1),x32224,a1),x32222,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3223,plain, % 86.57/86.52 (P8(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(a29,f15(a30,a2),a1),f11(f10(f7(x32231,x32231,a1),x32232,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1587,2455,2360,3200,2427,2444,2863,2342,2720,247,251,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,1492,1547,268,3000,1579,1258,3012,3142,2107,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2540,2550,2327,2389,2560,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,3092,1310,150,187,159,2372,2453,2464,2471,2477,2481,2483,2495,2505,2507,2517,2523,2525,2532,2534,2546,2554,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75])). % 86.57/86.52 cnf(3224,plain, % 86.57/86.52 (E(x32241,f11(f10(f7(x32242,x32242,a1),x32243,a1),x32241,a1))), % 86.57/86.52 inference(rename_variables,[],[1680])). % 86.57/86.52 cnf(3226,plain, % 86.57/86.52 (E(f11(x32261,x32262,a1),f11(x32261,f11(f10(f7(x32263,x32263,a1),x32264,a1),x32262,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3228,plain, % 86.57/86.52 (E(f11(x32281,x32282,a1),f11(x32281,f11(f10(f7(x32283,x32283,a1),x32284,a1),x32282,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3230,plain, % 86.57/86.52 (E(f11(x32301,x32302,a1),f11(x32301,f11(f10(f7(x32303,x32303,a1),x32304,a1),x32302,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3232,plain, % 86.57/86.52 (E(f11(x32321,x32322,a1),f11(x32321,f11(f10(f7(x32323,x32323,a1),x32324,a1),x32322,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3234,plain, % 86.57/86.52 (E(f11(x32341,x32342,a1),f11(x32341,f11(f10(f7(x32343,x32343,a1),x32344,a1),x32342,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3236,plain, % 86.57/86.52 (E(f11(x32361,x32362,a1),f11(x32361,f11(f10(f7(x32363,x32363,a1),x32364,a1),x32362,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3238,plain, % 86.57/86.52 (E(f11(x32381,x32382,a1),f11(x32381,f11(f10(f7(x32383,x32383,a1),x32384,a1),x32382,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3240,plain, % 86.57/86.52 (E(f11(x32401,x32402,a1),f11(x32401,f11(f10(f7(x32403,x32403,a1),x32404,a1),x32402,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3242,plain, % 86.57/86.52 (E(f11(x32421,x32422,a1),f11(x32421,f11(f10(f7(x32423,x32423,a1),x32424,a1),x32422,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3244,plain, % 86.57/86.52 (E(f11(x32441,x32442,a1),f11(x32441,f11(f10(f7(x32443,x32443,a1),x32444,a1),x32442,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3245,plain, % 86.57/86.52 (~E(f3(f10(f4(a1),a1,a1)),f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1204,1587,2455,2360,3200,2427,2444,2863,2342,2720,247,251,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,1492,1547,268,3000,1579,1258,3012,3142,2107,1730,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2580,2588,2596,2550,2327,2389,2560,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,3092,1310,150,187,159,2372,2453,2464,2471,2477,2481,2483,2495,2503,2505,2507,2517,2523,2525,2532,2534,2536,2546,2554,2556,2558,2568,2574,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73])). % 86.57/86.52 cnf(3246,plain, % 86.57/86.52 (P8(x32461,x32461,f10(f4(a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[1204])). % 86.57/86.52 cnf(3248,plain, % 86.57/86.52 (E(f11(x32481,x32482,a1),f11(x32481,f11(f10(f7(x32483,x32483,a1),x32484,a1),x32482,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3250,plain, % 86.57/86.52 (E(f11(x32501,x32502,a1),f11(x32501,f11(f10(f7(x32503,x32503,a1),x32504,a1),x32502,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3252,plain, % 86.57/86.52 (E(f11(x32521,x32522,a1),f11(x32521,f11(f10(f7(x32523,x32523,a1),x32524,a1),x32522,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3254,plain, % 86.57/86.52 (E(f11(x32541,x32542,a1),f11(x32541,f11(f10(f7(x32543,x32543,a1),x32544,a1),x32542,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3256,plain, % 86.57/86.52 (E(f11(x32561,x32562,a1),f11(x32561,f11(f10(f7(x32563,x32563,a1),x32564,a1),x32562,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3258,plain, % 86.57/86.52 (E(f11(x32581,x32582,a1),f11(x32581,f11(f10(f7(x32583,x32583,a1),x32584,a1),x32582,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3259,plain, % 86.57/86.52 (P36(f11(f10(f7(x32591,x32591,a1),x32592,a1),f11(f10(f7(x32593,x32593,a1),x32594,a1),a1,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1204,1587,2455,2360,3200,2427,2444,2863,2342,2720,247,251,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,1492,1547,268,3000,1579,1258,3012,3142,2107,1730,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2580,2588,2596,2550,2327,2389,2560,2594,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,3092,1310,150,187,159,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2554,2556,2558,2568,2574,2586,2602,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103])). % 86.57/86.52 cnf(3260,plain, % 86.57/86.52 (E(f11(x32601,x32602,a1),f11(x32601,f11(f10(f7(x32603,x32603,a1),x32604,a1),x32602,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3262,plain, % 86.57/86.52 (E(f11(x32621,x32622,a1),f11(x32621,f11(f10(f7(x32623,x32623,a1),x32624,a1),x32622,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3264,plain, % 86.57/86.52 (E(f11(x32641,x32642,a1),f11(x32641,f11(f10(f7(x32643,x32643,a1),x32644,a1),x32642,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3266,plain, % 86.57/86.52 (E(f11(x32661,x32662,a1),f11(x32661,f11(f10(f7(x32663,x32663,a1),x32664,a1),x32662,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3268,plain, % 86.57/86.52 (E(f11(x32681,x32682,a1),f11(x32681,f11(f10(f7(x32683,x32683,a1),x32684,a1),x32682,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3269,plain, % 86.57/86.52 (P9(f13(f5(f4(a1),a1),a1),f9(f3(a1),f5(f4(a1),a1),a1),f11(f10(f7(x32691,x32691,a1),x32692,a1),a1,a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,247,251,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,1492,1547,268,3000,1579,1258,3012,3142,2107,1730,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2580,2588,2596,2550,2327,2389,2560,2594,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,3092,3224,1310,150,187,159,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2602,2606,2616,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71])). % 86.57/86.52 cnf(3272,plain, % 86.57/86.52 (E(f11(x32721,x32722,a1),f11(x32721,f11(f10(f7(x32723,x32723,a1),x32724,a1),x32722,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3274,plain, % 86.57/86.52 (E(f11(x32741,x32742,a1),f11(x32741,f11(f10(f7(x32743,x32743,a1),x32744,a1),x32742,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3276,plain, % 86.57/86.52 (E(f11(x32761,x32762,a1),f11(x32761,f11(f10(f7(x32763,x32763,a1),x32764,a1),x32762,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3277,plain, % 86.57/86.52 (P29(f11(f10(f7(x32771,x32771,a1),x32772,a1),f11(f10(f7(x32773,x32773,a1),x32774,a1),a1,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,247,251,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,1492,1547,268,3000,1579,1258,3012,3142,2107,1730,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2580,2588,2596,2550,2327,2389,2560,3078,2594,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,3092,3224,1310,150,187,159,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2602,2606,2608,2616,2624,2626,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86])). % 86.57/86.52 cnf(3278,plain, % 86.57/86.52 (E(f11(x32781,x32782,a1),f11(x32781,f11(f10(f7(x32783,x32783,a1),x32784,a1),x32782,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3280,plain, % 86.57/86.52 (E(f11(x32801,x32802,a1),f11(x32801,f11(f10(f7(x32803,x32803,a1),x32804,a1),x32802,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3282,plain, % 86.57/86.52 (E(f11(x32821,x32822,a1),f11(x32821,f11(f10(f7(x32823,x32823,a1),x32824,a1),x32822,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3284,plain, % 86.57/86.52 (E(f11(x32841,x32842,a1),f11(x32841,f11(f10(f7(x32843,x32843,a1),x32844,a1),x32842,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3286,plain, % 86.57/86.52 (E(f11(x32861,x32862,a1),f11(x32861,f11(f10(f7(x32863,x32863,a1),x32864,a1),x32862,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3288,plain, % 86.57/86.52 (E(f11(x32881,x32882,a1),f11(x32881,f11(f10(f7(x32883,x32883,a1),x32884,a1),x32882,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3289,plain, % 86.57/86.52 (P35(f11(f10(f7(x32891,x32891,a1),x32892,a1),f11(f10(f7(x32893,x32893,a1),x32894,a1),a1,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,247,251,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,1492,1547,268,3000,1579,1258,3012,3142,2107,1730,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2580,2588,2596,2550,2327,2389,2560,3078,2564,2594,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,3092,3224,1310,150,187,159,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2584,2586,2590,2592,2600,2602,2606,2608,2616,2620,2624,2626,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85])). % 86.57/86.52 cnf(3290,plain, % 86.57/86.52 (E(f11(x32901,x32902,a1),f11(x32901,f11(f10(f7(x32903,x32903,a1),x32904,a1),x32902,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3292,plain, % 86.57/86.52 (E(f11(x32921,x32922,a1),f11(x32921,f11(f10(f7(x32923,x32923,a1),x32924,a1),x32922,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3294,plain, % 86.57/86.52 (E(f11(x32941,x32942,a1),f11(x32941,f11(f10(f7(x32943,x32943,a1),x32944,a1),x32942,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3296,plain, % 86.57/86.52 (E(f11(x32961,x32962,a1),f11(x32961,f11(f10(f7(x32963,x32963,a1),x32964,a1),x32962,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3298,plain, % 86.57/86.52 (E(f11(x32981,x32982,a1),f11(x32981,f11(f10(f7(x32983,x32983,a1),x32984,a1),x32982,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3300,plain, % 86.57/86.52 (E(f11(x33001,x33002,a1),f11(x33001,f11(f10(f7(x33003,x33003,a1),x33004,a1),x33002,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3302,plain, % 86.57/86.52 (E(f11(x33021,x33022,a1),f11(x33021,f11(f10(f7(x33023,x33023,a1),x33024,a1),x33022,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3304,plain, % 86.57/86.52 (E(f11(x33041,x33042,a1),f11(x33041,f11(f10(f7(x33043,x33043,a1),x33044,a1),x33042,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3306,plain, % 86.57/86.52 (E(f11(x33061,x33062,a1),f11(x33061,f11(f10(f7(x33063,x33063,a1),x33064,a1),x33062,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3308,plain, % 86.57/86.52 (E(f11(x33081,x33082,a1),f11(x33081,f11(f10(f7(x33083,x33083,a1),x33084,a1),x33082,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3310,plain, % 86.57/86.52 (E(f11(x33101,x33102,a1),f11(x33101,f11(f10(f7(x33103,x33103,a1),x33104,a1),x33102,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3312,plain, % 86.57/86.52 (E(f11(x33121,x33122,a1),f11(x33121,f11(f10(f7(x33123,x33123,a1),x33124,a1),x33122,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3314,plain, % 86.57/86.52 (E(f11(x33141,x33142,a1),f11(x33141,f11(f10(f7(x33143,x33143,a1),x33144,a1),x33142,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3316,plain, % 86.57/86.52 (E(f11(x33161,x33162,a1),f11(x33161,f11(f10(f7(x33163,x33163,a1),x33164,a1),x33162,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[1726])). % 86.57/86.52 cnf(3317,plain, % 86.57/86.52 (~P9(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),f10(f5(f4(a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,247,251,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2560,3078,2564,2594,2485,2538,2385,2989,3071,2818,2667,2821,2755,2663,2785,2869,2752,2355,2424,2473,2378,2942,2399,1680,3092,3224,1310,150,187,190,159,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,151,2501,169,209,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039])). % 86.57/86.52 cnf(3320,plain, % 86.57/86.52 (~P8(f9(f11(f34(x33201,x33202),f10(f11(f11(x33203,x33204,a1),f5(x33204,a1),a1),f34(x33205,x33206),a1),a1),f34(x33205,x33206),a1),x33203,a1)), % 86.57/86.52 inference(rename_variables,[],[2934])). % 86.57/86.52 cnf(3329,plain, % 86.57/86.52 (P8(f11(f10(f7(x33291,x33291,a1),x33292,a1),x33293,a1),x33293,a1)), % 86.57/86.52 inference(rename_variables,[],[1889])). % 86.57/86.52 cnf(3331,plain, % 86.57/86.52 (P9(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2560,3078,2564,2594,2485,2538,2385,2989,3071,2818,2667,2821,2755,2934,2663,2785,2869,2752,2355,2424,2473,2378,2942,2466,2399,1680,3092,3224,1310,150,187,190,159,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709])). % 86.57/86.52 cnf(3333,plain, % 86.57/86.52 (~P8(f9(f10(f11(f9(f11(f34(x33331,x33332),f10(f34(x33333,x33334),f34(x33335,x33336),a1),a1),f34(x33335,x33336),a1),x33337,a1),f34(x33338,x33339),a1),f34(x33338,x33339),a1),x33337,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2667,2821,2755,2934,2663,2785,2869,2752,2355,2424,2473,2378,2942,2466,2399,1680,3092,3224,1310,150,187,190,159,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935])). % 86.57/86.52 cnf(3335,plain, % 86.57/86.52 (P8(x33351,f9(f11(f34(x33352,x33353),f10(x33351,f34(x33354,x33355),a1),a1),f34(x33354,x33355),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3337,plain, % 86.57/86.52 (~P8(f9(f11(f34(x33371,x33372),f3(a1),a1),f34(x33373,x33374),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2667,2821,2755,2934,2663,2785,2869,2752,2355,2424,2473,2812,2378,2942,2466,2399,1680,3092,3224,1310,150,187,190,159,179,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854])). % 86.57/86.52 cnf(3339,plain, % 86.57/86.52 (~P9(x33391,f9(f10(f9(f10(x33391,f34(x33392,x33393),a1),f34(x33392,x33393),a1),f34(x33394,x33395),a1),f34(x33394,x33395),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2667,3027,2821,2755,2934,2663,2785,2869,2752,2355,2424,2473,2812,2378,2942,2466,2399,1680,3092,3224,1310,150,187,190,159,179,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960])). % 86.57/86.52 cnf(3342,plain, % 86.57/86.52 (~P8(f3(a1),f10(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1240,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2667,3027,2821,2755,2934,2663,2785,2869,2752,2355,2424,2473,2812,2378,2942,2466,2399,1680,3092,3224,1310,150,187,190,159,179,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875])). % 86.57/86.52 cnf(3350,plain, % 86.57/86.52 (~P8(f10(f34(x33501,x33502),f34(x33501,x33502),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1240,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2667,3027,2821,2846,2755,2934,2663,2785,2869,2752,2355,2424,2473,2812,2378,2942,3124,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540])). % 86.57/86.52 cnf(3351,plain, % 86.57/86.52 (~P9(f10(x33511,x33511,a1),f3(a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2942])). % 86.57/86.52 cnf(3355,plain, % 86.57/86.52 (~P8(f10(f10(f4(a1),f4(a1),a1),f10(f4(a1),f4(a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2667,3027,2821,2846,2755,2934,2663,2785,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534])). % 86.57/86.52 cnf(3356,plain, % 86.57/86.52 (~P9(f10(x33561,x33561,a1),f3(a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2942])). % 86.57/86.52 cnf(3359,plain, % 86.57/86.52 (~P9(f11(f5(x33591,a1),f4(a1),a1),x33591,a1)), % 86.57/86.52 inference(rename_variables,[],[268])). % 86.57/86.52 cnf(3361,plain, % 86.57/86.52 (~P9(x33611,f9(f10(f10(f9(x33611,f34(x33612,x33613),a1),f34(x33612,x33613),a1),f34(x33614,x33615),a1),f34(x33614,x33615),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,3129,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2821,2846,2755,2934,2663,2785,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959])). % 86.57/86.52 cnf(3364,plain, % 86.57/86.52 (~P9(f11(f34(x33641,x33642),f11(f34(x33643,x33644),x33645,a1),a1),x33645,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,3129,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2821,2846,2755,2934,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938])). % 86.57/86.52 cnf(3369,plain, % 86.57/86.52 (~E(f10(f10(f11(f4(a1),f4(a1),a1),f11(f4(a1),f4(a1),a1),a1),f10(f11(f4(a1),f4(a1),a1),f11(f4(a1),f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,3129,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2821,2846,2755,2934,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,216,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479])). % 86.57/86.52 cnf(3373,plain, % 86.57/86.52 (P8(f11(f10(f7(x33731,x33731,a1),x33732,a1),f9(x33733,f3(a1),a1),a1),f11(f10(x33734,x33734,a1),f10(x33735,x33735,a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,3329,1984,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,3129,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2821,2846,2755,2934,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,196,216,146,160,182,222,162,157,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706])). % 86.57/86.52 cnf(3374,plain, % 86.57/86.52 (P8(f11(f10(f7(x33741,x33741,a1),x33742,a1),x33743,a1),x33743,a1)), % 86.57/86.52 inference(rename_variables,[],[1889])). % 86.57/86.52 cnf(3379,plain, % 86.57/86.52 (P8(x33791,f9(f11(f34(x33792,x33793),f10(x33791,f34(x33794,x33795),a1),a1),f34(x33794,x33795),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3384,plain, % 86.57/86.52 (~E(f11(x33841,f5(f4(a1),a1),a1),x33841)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,3329,1984,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,3129,2207,1579,1258,3012,3142,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2821,2846,2755,2934,2717,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473])). % 86.57/86.52 cnf(3392,plain, % 86.57/86.52 (~P9(x33921,f10(f13(f13(f9(x33921,f34(x33922,x33923),a1),a1),a1),f34(x33922,x33923),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,3329,1984,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,3129,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995])). % 86.57/86.52 cnf(3398,plain, % 86.57/86.52 (P8(x33981,f9(f11(f34(x33982,x33983),f10(x33981,f34(x33984,x33985),a1),a1),f34(x33984,x33985),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3400,plain, % 86.57/86.52 (~P8(f4(a1),f8(f14(f11(f34(x34001,x34002),f4(a1),a1)),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,3329,1984,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,268,3000,3129,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673])). % 86.57/86.52 cnf(3406,plain, % 86.57/86.52 (~P10(f10(f10(f4(a1),f3(a1),a1),f5(f4(a1),a1),a1),f10(f10(f4(a1),f4(a1),a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,3329,1984,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975])). % 86.57/86.52 cnf(3408,plain, % 86.57/86.52 (~P8(f4(a1),f8(f10(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,3329,1984,247,3138,251,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678])). % 86.57/86.52 cnf(3413,plain, % 86.57/86.52 (~P9(x34131,x34131,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(3416,plain, % 86.57/86.52 (~P9(f9(f10(f11(f34(x34161,x34162),x34163,a1),f34(x34164,x34165),a1),f34(x34164,x34165),a1),x34163,a1)), % 86.57/86.52 inference(rename_variables,[],[2489])). % 86.57/86.52 cnf(3420,plain, % 86.57/86.52 (~E(f10(f11(f4(a1),f3(a1),a1),f11(f4(a1),f3(a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,3329,1984,247,3138,251,265,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478])). % 86.57/86.52 cnf(3422,plain, % 86.57/86.52 (~P9(f11(f5(f11(f34(x34221,x34222),x34223,a1),a1),f4(a1),a1),x34223,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2492,1889,3329,1984,247,3138,251,265,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810])). % 86.57/86.52 cnf(3423,plain, % 86.57/86.52 (~P9(f11(f5(x34231,a1),f4(a1),a1),x34231,a1)), % 86.57/86.52 inference(rename_variables,[],[268])). % 86.57/86.52 cnf(3428,plain, % 86.57/86.52 (P8(x34281,f9(f11(f34(x34282,x34283),f10(x34281,f34(x34284,x34285),a1),a1),f34(x34284,x34285),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3431,plain, % 86.57/86.52 (~P9(x34311,x34311,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(3438,plain, % 86.57/86.52 (~P9(f10(f11(f5(f9(x34381,f34(x34382,x34383),a1),a1),f4(a1),a1),f34(x34382,x34383),a1),x34381,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993])). % 86.57/86.52 cnf(3439,plain, % 86.57/86.52 (~P9(f11(f5(x34391,a1),f4(a1),a1),x34391,a1)), % 86.57/86.52 inference(rename_variables,[],[268])). % 86.57/86.52 cnf(3441,plain, % 86.57/86.52 (~P9(f11(f3(a1),f9(f10(x34411,f34(x34412,x34413),a1),f34(x34412,x34413),a1),a1),x34411,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961])). % 86.57/86.52 cnf(3448,plain, % 86.57/86.52 (~P8(f3(a1),f10(f13(f5(f4(a1),a1),a1),f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2942,3124,3351,2466,2399,1680,3092,3224,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874])). % 86.57/86.52 cnf(3452,plain, % 86.57/86.52 (~P9(f10(f7(x34521,x34521,a1),x34522,a1),f10(f7(x34521,x34521,a1),x34523,a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2228,2942,3124,3351,2466,2399,1680,3092,3224,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022])). % 86.57/86.52 cnf(3453,plain, % 86.57/86.52 (~P9(f7(x34531,x34531,a1),f3(a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2107])). % 86.57/86.52 cnf(3455,plain, % 86.57/86.52 (~P8(f15(f17(f16(a31,a32,a2),a33,a2),a2),f11(a29,f15(a30,a2),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,1204,1587,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,2207,1579,1258,3012,3142,3185,2107,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2228,2942,3124,3351,2466,2399,1680,3092,3224,260,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607])). % 86.57/86.52 cnf(3467,plain, % 86.57/86.52 (~P9(f11(f9(f11(f34(x34671,x34672),f10(f3(a1),f34(x34673,x34674),a1),a1),f34(x34673,x34674),a1),x34675,a1),x34675,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,1204,1587,1755,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,3159,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,2207,1579,1258,3012,3142,3185,2107,3453,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,260,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937])). % 86.57/86.52 cnf(3468,plain, % 86.57/86.52 (~P9(f11(f3(a1),x34681,a1),x34681,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(3469,plain, % 86.57/86.52 (P8(x34691,f9(f11(f34(x34692,x34693),f10(x34691,f34(x34694,x34695),a1),a1),f34(x34694,x34695),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3471,plain, % 86.57/86.52 (~P10(f10(f5(f4(a1),a1),f10(f4(a1),f3(a1),a1),a1),f10(f5(f4(a1),a1),f10(f4(a1),f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,1204,1587,1755,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,3159,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,2207,1579,1258,3012,3142,3185,2107,3453,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,260,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974])). % 86.57/86.52 cnf(3474,plain, % 86.57/86.52 (~P9(f11(f5(x34741,a1),f4(a1),a1),x34741,a1)), % 86.57/86.52 inference(rename_variables,[],[268])). % 86.57/86.52 cnf(3475,plain, % 86.57/86.52 (P8(x34751,f9(f11(f34(x34752,x34753),f10(x34751,f34(x34754,x34755),a1),a1),f34(x34754,x34755),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3479,plain, % 86.57/86.52 (~P8(f9(f11(f34(x34791,x34792),f10(f10(f9(x34793,f34(x34794,x34795),a1),f34(x34794,x34795),a1),f34(x34796,x34797),a1),a1),f34(x34796,x34797),a1),x34793,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,1204,1587,1755,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,3159,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,3439,2207,1579,1258,3012,3142,3185,2107,3453,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,260,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967])). % 86.57/86.52 cnf(3480,plain, % 86.57/86.52 (~P8(f9(f9(f11(f34(x34801,x34802),f10(f10(x34803,f34(x34804,x34805),a1),f34(x34806,x34807),a1),a1),f34(x34806,x34807),a1),f34(x34804,x34805),a1),x34803,a1)), % 86.57/86.52 inference(rename_variables,[],[2863])). % 86.57/86.52 cnf(3485,plain, % 86.57/86.52 (~P8(f9(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,1204,1587,1755,2455,2360,3200,2427,2444,2636,2863,2342,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,3159,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,3439,2207,1579,1258,3012,3142,3185,2107,3453,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,260,243,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885])). % 86.57/86.52 cnf(3499,plain, % 86.57/86.52 (P8(f3(a1),f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,1204,1587,1755,2455,2360,3200,2427,2444,2636,2863,2342,2946,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,3159,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,3439,2207,1579,1258,3012,3142,3185,2107,3453,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,243,1534,193,1310,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896])). % 86.57/86.52 cnf(3503,plain, % 86.57/86.52 (~P9(f9(x35031,f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[2154])). % 86.57/86.52 cnf(3507,plain, % 86.57/86.52 (~P8(f9(f34(x35071,x35072),f34(x35073,x35074),a1),f7(x35075,x35075,a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,1204,1587,1755,2455,2360,3200,2427,2444,2636,2863,2342,2946,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,3159,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,3439,2207,2154,1579,1258,3012,3142,3185,2107,3453,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997])). % 86.57/86.52 cnf(3510,plain, % 86.57/86.52 (~P8(f11(f5(f11(f34(x35101,x35102),x35103,a1),a1),f4(a1),a1),x35103,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,1204,1587,1755,2455,2360,3200,2427,2444,2636,2863,2342,2946,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,3159,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,1233,268,3000,3129,3359,3423,3439,3474,2207,2154,1579,1258,3012,3142,3185,2107,3453,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818])). % 86.57/86.52 cnf(3518,plain, % 86.57/86.52 (~P9(f9(x35181,f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[2154])). % 86.57/86.52 cnf(3523,plain, % 86.57/86.52 (~P9(f9(x35231,f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[2154])). % 86.57/86.52 cnf(3527,plain, % 86.57/86.52 (~P8(f3(a1),f9(f9(f5(f4(a1),a1),f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,1204,1587,1755,2455,2360,3200,2427,2444,2636,2863,2342,2946,2720,2657,2492,1889,3329,1984,247,3138,251,265,3413,1219,1240,156,1487,1381,1577,3094,173,1435,1544,1503,1483,3159,1448,172,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,2102,1233,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,1579,1258,3012,3142,3185,2107,3453,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1321,1323,192,151,2501,169,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888])). % 86.57/86.52 cnf(3531,plain, % 86.57/86.52 (P8(x35311,x35311,f10(f4(a1),a1,a1))), % 86.57/86.52 inference(rename_variables,[],[1204])). % 86.57/86.52 cnf(3544,plain, % 86.57/86.52 (~P9(x35441,x35441,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(3545,plain, % 86.57/86.52 (P8(x35451,f9(f11(f34(x35452,x35453),f10(x35451,f34(x35454,x35455),a1),a1),f34(x35454,x35455),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3546,plain, % 86.57/86.52 (P8(f11(f10(f7(x35461,x35461,a1),x35462,a1),x35463,a1),x35463,a1)), % 86.57/86.52 inference(rename_variables,[],[1889])). % 86.57/86.52 cnf(3549,plain, % 86.57/86.52 (P8(x35491,f5(x35491,a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1170])). % 86.57/86.52 cnf(3550,plain, % 86.57/86.52 (P8(x35501,f9(f11(f34(x35502,x35503),f10(x35501,f34(x35504,x35505),a1),a1),f34(x35504,x35505),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3553,plain, % 86.57/86.52 (~P9(x35531,x35531,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(3555,plain, % 86.57/86.52 (P8(x35551,f9(f11(f34(x35552,x35553),f10(x35551,f34(x35554,x35555),a1),a1),f34(x35554,x35555),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3559,plain, % 86.57/86.52 (P8(x35591,f9(f11(f34(x35592,x35593),f10(x35591,f34(x35594,x35595),a1),a1),f34(x35594,x35595),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3560,plain, % 86.57/86.52 (P8(x35601,f9(f11(f34(x35602,x35603),f10(x35601,f34(x35604,x35605),a1),a1),f34(x35604,x35605),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2286])). % 86.57/86.52 cnf(3563,plain, % 86.57/86.52 (~P9(x35631,x35631,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(3564,plain, % 86.57/86.52 (~P8(f9(f9(f11(f34(x35641,x35642),f10(f10(x35643,f34(x35644,x35645),a1),f34(x35646,x35647),a1),a1),f34(x35646,x35647),a1),f34(x35644,x35645),a1),x35643,a1)), % 86.57/86.52 inference(rename_variables,[],[2863])). % 86.57/86.52 cnf(3567,plain, % 86.57/86.52 (~P9(f3(a1),f9(x35671,f14(f3(a1)),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1544])). % 86.57/86.52 cnf(3568,plain, % 86.57/86.52 (~P9(f9(f3(a1),x35681,a1),f3(a1),a1)), % 86.57/86.52 inference(rename_variables,[],[1512])). % 86.57/86.52 cnf(3569,plain, % 86.57/86.52 (~P9(x35691,x35691,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(3576,plain, % 86.57/86.52 (~P9(f11(f3(a1),x35761,a1),x35761,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(3578,plain, % 86.57/86.52 (~P8(f9(f9(f11(f34(x35781,x35782),f10(f10(f3(a1),f34(x35783,x35784),a1),f34(x35785,x35786),a1),a1),f34(x35785,x35786),a1),f34(x35783,x35784),a1),f9(x35787,f3(a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,3475,3545,3550,3555,1204,3246,3531,1587,1755,2455,2360,3200,2427,2444,2636,2863,3480,3564,2342,2946,2720,2657,2492,1889,3329,3374,3546,1984,1170,247,3138,251,265,3413,3431,3544,3553,3563,3569,1219,1240,156,1487,1381,1577,3094,3214,1281,173,1435,1544,1503,1483,3159,3468,1448,172,2169,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,2102,1233,1471,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,3523,1579,1258,3012,3142,3185,2107,3453,1512,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,3416,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,1314,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1345,1321,1323,192,151,2501,169,207,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888,819,999,893,1046,1045,1067,1043,1068,881,882,883,941,940])). % 86.57/86.52 cnf(3579,plain, % 86.57/86.52 (~P9(x35791,x35791,a1)), % 86.57/86.52 inference(rename_variables,[],[265])). % 86.57/86.52 cnf(3587,plain, % 86.57/86.52 (~P8(f9(x35871,f11(f3(a1),f3(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,3475,3545,3550,3555,3560,3559,1204,3246,3531,1587,1755,2455,2360,3200,2427,2444,2636,2863,3480,3564,2342,2946,2720,2657,2492,1889,3329,3374,3546,1984,1170,3549,247,3138,251,265,3413,3431,3544,3553,3563,3569,1219,1240,156,1487,1381,1577,3094,3214,1281,173,1435,1544,1503,1483,3159,3468,3576,1448,172,2169,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,2102,1233,1471,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,3523,1579,1258,3012,3142,3185,2107,3453,1512,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,3416,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,1314,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1345,1321,1323,192,151,2501,169,207,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888,819,999,893,1046,1045,1067,1043,1068,881,882,883,941,940,1066,942])). % 86.57/86.52 cnf(3588,plain, % 86.57/86.52 (~P9(f11(f3(a1),x35881,a1),x35881,a1)), % 86.57/86.52 inference(rename_variables,[],[1483])). % 86.57/86.52 cnf(3598,plain, % 86.57/86.52 (~P9(x35981,x35981,f11(f10(f7(x35982,x35982,a1),x35983,a1),f11(f10(f7(x35984,x35984,a1),x35985,a1),a1,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,3475,3545,3550,3555,3560,3559,1204,3246,3531,1587,1755,2455,2360,3200,2427,2444,2636,2863,3480,3564,2342,2946,2720,2657,2492,1889,3329,3374,3546,1984,1170,3549,247,3138,251,265,3413,3431,3544,3553,3563,3569,3579,1219,1240,156,1487,1381,1577,3094,3214,1281,173,1435,1544,3567,1503,1483,3159,3468,3576,3588,1448,172,2169,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,2102,1233,1471,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,3523,1579,1258,3012,3142,3185,2107,3453,1512,3568,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,3416,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,1314,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1345,1321,1323,192,151,2501,169,207,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888,819,999,893,1046,1045,1067,1043,1068,881,882,883,941,940,1066,942,943,884,450])). % 86.57/86.52 cnf(3604,plain, % 86.57/86.52 (~P9(x36041,x36042,f11(f10(f7(x36043,x36043,a1),x36044,a1),f11(f10(f7(x36045,x36045,a1),x36046,a1),a1,a1),a1))+~P9(x36042,x36041,f11(f10(f7(x36043,x36043,a1),x36044,a1),f11(f10(f7(x36045,x36045,a1),x36046,a1),a1,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,3475,3545,3550,3555,3560,3559,1204,3246,3531,1587,1755,2455,2360,3200,2427,2444,2636,2863,3480,3564,2342,2946,2720,2657,2492,1889,3329,3374,3546,1984,1170,3549,247,3138,251,265,3413,3431,3544,3553,3563,3569,3579,1219,1240,156,1487,1381,1577,3094,3214,1281,173,1435,1544,3567,1503,1483,3159,3468,3576,3588,1448,172,2169,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,2102,1233,1471,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,3523,1579,1258,3012,3142,3185,2107,3453,1512,3568,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,3416,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,1314,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1345,1321,1323,192,151,2501,169,207,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888,819,999,893,1046,1045,1067,1043,1068,881,882,883,941,940,1066,942,943,884,450,825,634,593])). % 86.57/86.52 cnf(3606,plain, % 86.57/86.52 (~P8(f11(f34(x36061,x36062),f9(f10(f11(f11(x36063,x36064,a1),f5(x36064,a1),a1),f34(x36065,x36066),a1),f34(x36065,x36066),a1),a1),x36063,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,3475,3545,3550,3555,3560,3559,1204,3246,3531,1587,1755,2455,2360,3200,2427,2444,2636,2863,3480,3564,2342,2946,2720,2657,2492,1889,3329,3374,3546,1984,1170,3549,247,3138,251,265,3413,3431,3544,3553,3563,3569,3579,1219,1240,156,1487,1381,1577,3094,3214,1281,173,1435,1544,3567,1503,1483,3159,3468,3576,3588,1448,172,2169,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,2102,1233,1471,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,3523,1579,1258,3012,3142,3185,2107,3453,1512,3568,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,3416,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,1314,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1345,1321,1323,192,151,2501,169,207,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888,819,999,893,1046,1045,1067,1043,1068,881,882,883,941,940,1066,942,943,884,450,825,634,593,821])). % 86.57/86.52 cnf(3608,plain, % 86.57/86.52 (~P8(f5(f11(f34(x36081,x36082),f11(x36083,f4(a1),a1),a1),a1),x36083,a1)), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,3475,3545,3550,3555,3560,3559,1204,3246,3531,1587,1755,2455,2360,3200,2427,2444,2636,2863,3480,3564,2342,2946,2720,2657,2492,1889,3329,3374,3546,1984,1170,3549,247,3138,251,265,3413,3431,3544,3553,3563,3569,3579,1219,1240,156,1487,1381,1577,3094,3214,1281,173,1435,1544,3567,1503,1483,3159,3468,3576,3588,1448,172,2169,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,2102,1233,1471,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,3523,1579,1258,3012,3142,3185,2107,3453,1512,3568,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,3416,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,1314,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1345,1321,1323,192,151,2501,169,207,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888,819,999,893,1046,1045,1067,1043,1068,881,882,883,941,940,1066,942,943,884,450,825,634,593,821,820])). % 86.57/86.52 cnf(3612,plain, % 86.57/86.52 (~P8(x36121,x36122,f11(f10(f7(x36123,x36123,a1),x36124,a1),f11(f10(f7(x36125,x36125,a1),x36126,a1),a1,a1),a1))+~P9(x36122,x36121,f11(f10(f7(x36123,x36123,a1),x36124,a1),f11(f10(f7(x36125,x36125,a1),x36126,a1),a1,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,3475,3545,3550,3555,3560,3559,1204,3246,3531,1587,1755,2455,2360,3200,2427,2444,2636,2863,3480,3564,2342,2946,2720,2657,2492,1889,3329,3374,3546,1984,1170,3549,247,3138,251,265,3413,3431,3544,3553,3563,3569,3579,1219,1240,156,1487,1381,1577,3094,3214,1281,173,1435,1544,3567,1503,1483,3159,3468,3576,3588,1448,172,2169,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,1492,1547,2102,1233,1471,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,3523,1579,1258,3012,3142,3185,2107,3453,1512,3568,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,3416,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,1314,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1345,1321,1323,192,151,2501,169,207,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888,819,999,893,1046,1045,1067,1043,1068,881,882,883,941,940,1066,942,943,884,450,825,634,593,821,820,574,590])). % 86.57/86.52 cnf(3618,plain, % 86.57/86.52 (~P12(f11(x36181,x36182,a1))+P12(f11(x36181,f11(f10(f7(x36183,x36183,a1),x36184,a1),x36182,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[269,1163,2286,3009,3066,3190,3335,3379,3398,3428,3469,3475,3545,3550,3555,3560,3559,1204,3246,3531,1587,1755,2455,2360,3200,2427,2444,2636,2863,3480,3564,2342,2946,2720,2657,2492,1889,3329,3374,3546,1984,1170,3549,247,3138,251,265,3413,3431,3544,3553,3563,3569,3579,1219,1240,156,1487,1381,1577,3094,3214,1281,173,1435,1544,3567,1503,1483,3159,3468,3576,3588,1448,172,2169,1726,3136,3150,3154,3165,3167,3173,3181,3183,3194,3196,3198,3202,3204,3206,3208,3210,3212,3216,3220,3222,3226,3228,3230,3232,3234,3236,3238,3240,3242,3244,3248,3250,3252,3254,3256,3258,3260,3262,3264,3266,3268,3272,3274,3276,3278,3280,3282,3284,3286,3288,3290,3292,3294,3296,3298,3300,3302,3304,3306,3308,3310,3312,3314,3316,1492,1547,2102,1233,1471,268,3000,3129,3359,3423,3439,3474,2207,2154,3503,3518,3523,1579,1258,3012,3142,3185,2107,3453,1512,3568,2166,1730,2130,1736,1646,1701,2091,1641,1373,1298,1211,1812,2319,1774,2572,2986,2729,1958,2932,2022,2519,2540,2570,2580,2588,2596,2604,1227,2550,2327,2389,1650,2735,2089,2560,3078,2564,2594,2485,2538,1992,2421,2489,3416,2385,2989,3071,3147,2818,2648,2667,3027,2701,2821,2846,2755,2934,3320,2938,2717,2714,2663,2785,3112,2869,2752,2355,2424,2473,2333,2812,2378,2228,2942,3124,3351,3356,2466,2399,1680,3092,3224,2234,260,1314,243,1534,193,1310,1303,1304,150,187,190,159,179,144,143,2372,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,2497,1339,1322,1320,1345,1321,1323,192,151,2501,169,207,209,170,196,214,216,146,160,182,222,162,197,157,177,154,186,199,176,553,395,514,554,271,809,471,556,462,14,555,557,552,558,577,559,270,2,1129,627,655,799,349,654,1107,659,340,791,1124,793,661,823,488,822,529,637,1025,1106,693,528,758,397,662,497,468,1128,658,683,622,83,795,1126,657,1125,345,346,722,347,826,723,792,970,527,517,461,1123,688,660,82,912,691,475,969,121,639,114,827,685,81,628,137,79,811,638,109,344,348,686,135,91,689,506,74,487,118,108,127,70,106,97,142,129,120,117,69,89,3,76,90,75,104,87,68,92,80,126,115,67,78,88,73,84,100,105,110,98,122,103,124,131,123,72,71,93,94,138,86,128,140,96,119,134,85,101,102,139,99,107,111,112,141,136,95,130,125,77,1039,994,1041,705,847,709,935,854,960,875,873,987,540,1042,534,674,959,938,1014,479,1015,706,1040,708,841,473,851,842,995,677,747,673,356,1013,975,678,680,711,861,1038,478,810,992,707,710,675,864,993,961,910,676,874,909,1022,607,1012,1021,671,712,937,974,936,679,967,870,885,817,886,892,816,896,897,900,997,818,1003,891,894,1001,898,887,888,819,999,893,1046,1045,1067,1043,1068,881,882,883,941,940,1066,942,943,884,450,825,634,593,821,820,574,590,398,494,133])). % 86.57/86.52 cnf(3621,plain, % 86.57/86.52 (~P8(f11(f11(f11(f34(x36211,x36212),x36213,a1),x36214,a1),f5(x36214,a1),a1),x36213,a1)), % 86.57/86.52 inference(rename_variables,[],[2358])). % 86.57/86.52 cnf(3632,plain, % 86.57/86.52 (P8(f7(x36321,x36321,a1),f9(f34(x36322,x36323),f34(x36324,x36325),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[3507,1494,1276,2358,3199,553,514,271,556,554,471])). % 86.57/86.52 cnf(3634,plain, % 86.57/86.52 (~P8(f9(f10(f11(f11(f11(f34(x36341,x36342),x36343,a1),x36344,a1),f5(x36344,a1),a1),f34(x36345,x36346),a1),f34(x36345,x36346),a1),x36343,a1)), % 86.57/86.52 inference(scs_inference,[],[3507,1494,1276,2358,3199,3606,553,514,271,556,554,471,809])). % 86.57/86.52 cnf(3643,plain, % 86.57/86.52 (~E(f14(f5(f5(f4(a1),a1),a1)),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[3507,1494,1276,1815,2358,1671,3199,3606,3408,3126,553,514,271,556,554,471,809,395,557,559,462])). % 86.57/86.52 cnf(3645,plain, % 86.57/86.52 (P8(x36451,f9(f9(f11(f34(x36452,x36453),f10(f10(f5(x36451,a1),f34(x36454,x36455),a1),f34(x36456,x36457),a1),a1),f34(x36456,x36457),a1),f34(x36454,x36455),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2991,3507,1494,1276,1815,2358,1671,3199,3606,3408,3126,553,514,271,556,554,471,809,395,557,559,462,577])). % 86.57/86.52 cnf(3646,plain, % 86.57/86.52 (P8(x36461,f9(f9(f11(f34(x36462,x36463),f10(f10(x36461,f34(x36464,x36465),a1),f34(x36466,x36467),a1),a1),f34(x36466,x36467),a1),f34(x36464,x36465),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[2991])). % 86.57/86.52 cnf(3656,plain, % 86.57/86.52 (~E(f14(f13(f5(f4(a1),a1),a1)),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[2991,3068,3507,1431,1494,1276,1815,2358,1671,1677,2389,3199,3034,3606,3408,3126,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270])). % 86.57/86.52 cnf(3658,plain, % 86.57/86.52 (E(f11(f10(f7(x36581,x36582,a1),x36583,a1),f11(f10(x36582,x36583,a1),x36584,a1),a1),f11(f10(x36581,x36583,a1),x36584,a1))), % 86.57/86.52 inference(scs_inference,[],[2991,3068,3507,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,3034,3606,3408,3126,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2])). % 86.57/86.52 cnf(3659,plain, % 86.57/86.52 (P8(f10(f7(x36591,x36591,a1),f14(f10(x36592,x36592,a1)),a1),f10(f14(f10(x36592,x36592,a1)),f14(f10(x36592,x36592,a1)),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[2991,3068,3507,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,3034,3606,3096,3408,3126,187,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971])). % 86.57/86.52 cnf(3664,plain, % 86.57/86.52 (~P8(f9(f11(f34(x36641,x36642),f10(f13(f13(f13(f13(x36643,a1),a1),a1),a1),f34(x36644,x36645),a1),a1),f34(x36644,x36645),a1),x36643,a1)), % 86.57/86.52 inference(scs_inference,[],[2991,3068,3507,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,3034,3606,3031,3096,3408,3126,187,159,151,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654])). % 86.57/86.52 cnf(3665,plain, % 86.57/86.52 (~P8(x36651,f13(f9(f11(f34(x36652,x36653),f10(f13(f13(f13(x36651,a1),a1),a1),f34(x36654,x36655),a1),a1),f34(x36654,x36655),a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[3031])). % 86.57/86.52 cnf(3667,plain, % 86.57/86.52 (~P9(f11(f3(a1),f13(f13(x36671,a1),a1),a1),x36671,a1)), % 86.57/86.52 inference(scs_inference,[],[2991,3068,3507,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,3034,3606,3031,3158,3096,3408,3126,187,159,151,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655])). % 86.57/86.52 cnf(3670,plain, % 86.57/86.52 (~P8(f11(f34(x36701,x36702),f11(f3(a1),x36703,a1),a1),x36703,a1)), % 86.57/86.52 inference(scs_inference,[],[2991,3068,3507,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,3034,3606,2843,3031,3158,3096,3408,3126,187,159,151,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822])). % 86.57/86.52 cnf(3682,plain, % 86.57/86.52 (~P9(x36821,f10(f13(f13(f9(x36821,f34(x36822,x36823),a1),a1),a1),f34(x36822,x36823),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[3392])). % 86.57/86.52 cnf(3684,plain, % 86.57/86.52 (~E(f13(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,3245,3068,3008,3507,247,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,3034,3606,3392,2843,3031,3665,3158,3096,3408,3126,187,159,1323,151,162,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349])). % 86.57/86.52 cnf(3686,plain, % 86.57/86.52 (~E(f11(f10(x36861,x36862,a1),f5(f4(a1),a1),a1),f11(f10(x36863,x36862,a1),f10(f7(x36861,x36863,a1),x36862,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,3245,3068,3008,3507,247,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,3384,3034,3606,3392,2843,3031,3665,3158,3096,3408,3126,187,159,1323,151,182,162,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107])). % 86.57/86.52 cnf(3691,plain, % 86.57/86.52 (P8(f11(f10(x36911,x36912,a1),x36913,a1),f11(f10(x36914,x36912,a1),f11(f10(f7(x36915,x36915,a1),x36916,a1),f11(f10(f7(x36911,x36914,a1),x36912,a1),x36913,a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,3245,3068,3118,3008,3507,247,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,2790,3384,3034,3606,3392,2843,3031,3665,3158,3096,3408,3126,150,187,159,1323,151,182,162,199,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128])). % 86.57/86.52 cnf(3692,plain, % 86.57/86.52 (P8(x36921,f11(f10(f7(x36922,x36922,a1),x36923,a1),x36921,a1),a1)), % 86.57/86.52 inference(rename_variables,[],[3118])). % 86.57/86.52 cnf(3694,plain, % 86.57/86.52 (~P8(f13(f9(f5(f4(a1),a1),f13(f5(f4(a1),a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,3245,3068,3118,3008,3507,247,1431,1494,1276,1815,2401,2358,1671,1677,2389,3199,2790,3384,3034,3606,3392,2843,3031,3665,3158,3096,3408,3126,150,187,159,1323,151,182,162,199,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661])). % 86.57/86.52 cnf(3702,plain, % 86.57/86.52 (~P9(f13(f13(f5(f4(a1),a1),a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,3245,3068,3118,3008,3507,247,1431,173,1494,1276,1815,1684,2401,2358,1671,1677,2389,3199,2790,3384,3034,3606,3392,2843,3031,3665,3158,3096,3408,3126,150,187,159,1323,151,182,162,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528])). % 86.57/86.52 cnf(3704,plain, % 86.57/86.52 (~E(f11(f11(f34(x37041,x37042),f34(x37043,x37044),a1),f3(a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,3245,3068,3118,3008,3507,247,1431,173,1494,1276,1815,1684,2401,2358,1671,1677,2389,3199,2790,3384,3034,2347,3606,3392,2843,3031,3665,3158,3096,3408,3126,150,187,159,1323,151,182,162,157,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488])). % 86.57/86.52 cnf(3709,plain, % 86.57/86.52 (P29(f11(f10(f7(x37091,x37091,a1),x37092,a1),f11(f10(f7(x37093,x37093,a1),x37094,a1),a1,a1),a1))), % 86.57/86.52 inference(rename_variables,[],[3277])). % 86.57/86.52 cnf(3713,plain, % 86.57/86.52 (~P8(f11(f10(x37131,x37132,a1),f11(f10(f7(x37133,f7(x37131,x37134,a1),a1),x37132,a1),f11(f34(x37135,x37136),x37137,a1),a1),a1),f11(f10(x37134,x37132,a1),f11(f10(x37133,x37132,a1),x37137,a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,3245,3068,3118,3008,3507,251,247,1431,173,1494,1276,1815,1684,2401,2358,1671,1677,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3031,3665,3158,3096,2336,3408,3126,150,187,159,1323,151,182,162,157,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124])). % 86.57/86.52 cnf(3718,plain, % 86.57/86.52 (~E(f11(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,3245,3068,3118,3008,3507,251,247,1431,173,1494,1276,1815,1684,2401,2358,1671,1677,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3031,3665,3158,3096,2336,3408,3126,3047,150,187,159,1323,151,182,162,157,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468])). % 86.57/86.52 cnf(3720,plain, % 86.57/86.52 (E(f11(f10(x37201,x37202,a1),x37203,a1),f11(f10(x37204,x37202,a1),f11(f10(f7(x37205,x37205,a1),x37206,a1),f11(f10(f7(x37201,x37204,a1),x37202,a1),x37203,a1),a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,3245,3068,3118,3008,3507,251,247,1431,173,1494,1276,1815,1684,2401,2358,1671,1677,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3031,3665,3158,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,182,162,157,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517])). % 86.57/86.52 cnf(3724,plain, % 86.57/86.52 (P8(f11(f10(f7(x37241,x37241,a1),x37242,a1),f9(x37243,f3(a1),a1),a1),f11(f10(x37244,x37244,a1),f10(x37245,x37245,a1),a1),a1)), % 86.57/86.52 inference(rename_variables,[],[3373])). % 86.57/86.52 cnf(3728,plain, % 86.57/86.52 (~P9(f9(f10(f11(f3(a1),x37281,a1),f34(x37282,x37283),a1),f34(x37282,x37283),a1),x37281,a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,1815,1684,2401,2358,1671,1677,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,182,162,157,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826])). % 86.57/86.52 cnf(3731,plain, % 86.57/86.52 (~P8(f11(f11(f10(f14(f34(x37311,x37312)),f14(f34(x37311,x37312)),a1),f10(x37313,x37313,a1),a1),x37314,a1),x37314,a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,1815,1684,2401,2358,1671,1677,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,182,222,162,157,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823])). % 86.57/86.52 cnf(3736,plain, % 86.57/86.52 (~P9(f9(x37361,f3(a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,172,1815,1684,1547,2401,2391,2358,1671,1677,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,182,222,162,157,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527])). % 86.57/86.52 cnf(3738,plain, % 86.57/86.52 (~E(f11(f10(x37381,x37382,a1),f11(f10(x37383,x37382,a1),f5(f4(a1),a1),a1),a1),f11(f10(x37384,x37382,a1),f10(f7(x37383,f7(x37384,x37381,a1),a1),x37382,a1),a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,172,1815,1684,1547,2401,2391,2358,1671,1677,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,182,222,162,157,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106])). % 86.57/86.52 cnf(3746,plain, % 86.57/86.52 (~P10(f10(f10(f3(a1),f4(a1),a1),f34(x37461,x37462),a1),f10(f4(a1),f4(a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,172,1815,1684,1547,1390,2401,2391,2358,1671,1677,2783,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723])). % 86.57/86.52 cnf(3755,plain, % 86.57/86.52 (~E(f5(f13(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,172,1815,1684,1547,1390,2401,2391,2358,1671,1677,2783,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346])). % 86.57/86.52 cnf(3757,plain, % 86.57/86.52 (~P9(f11(f10(x37571,f7(x37571,x37572,a1),a1),f10(x37573,x37573,a1),a1),f11(f10(x37572,f7(x37571,x37572,a1),a1),f3(a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,172,1815,1684,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125])). % 86.57/86.52 cnf(3760,plain, % 86.57/86.52 (~E(f13(f13(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,172,1815,1684,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345])). % 86.57/86.52 cnf(3762,plain, % 86.57/86.52 (~P9(f11(f9(x37621,f3(a1),a1),f9(x37621,f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,251,247,1431,173,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792])). % 86.57/86.52 cnf(3768,plain, % 86.57/86.52 (~P9(f3(a1),f11(f11(f3(a1),f3(a1),a1),f11(f3(a1),f3(a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,251,247,1431,173,1281,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795])). % 86.57/86.52 cnf(3777,plain, % 86.57/86.52 (E(f11(f10(x37771,x37772,a1),f11(f10(f7(x37773,x37773,a1),x37774,a1),f11(f10(f7(x37775,x37771,a1),x37772,a1),x37776,a1),a1),a1),f11(f10(x37775,x37772,a1),x37776,a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,251,247,1431,173,1281,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,1445,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,2415,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574])). % 86.57/86.52 cnf(3779,plain, % 86.57/86.52 (~E(f12(f13(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,251,247,1431,173,1281,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,1445,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,2415,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347])). % 86.57/86.52 cnf(3781,plain, % 86.57/86.52 (P8(f9(x37811,f3(a1),a1),f10(x37812,x37812,a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,1445,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,2336,2415,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970])). % 86.57/86.52 cnf(3784,plain, % 86.57/86.52 (~P9(f11(f34(x37841,x37842),f11(f10(f7(x37843,x37843,a1),x37844,a1),x37845,a1),a1),x37845,a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,1445,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827])). % 86.57/86.52 cnf(3787,plain, % 86.57/86.52 (P9(f3(a1),f5(f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,1445,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461])). % 86.57/86.52 cnf(3789,plain, % 86.57/86.52 (~P9(f13(f11(f10(f7(x37891,x37891,a1),x37892,a1),f13(x37893,a1),a1),a1),x37893,a1)), % 86.57/86.52 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,1671,1677,2646,2783,2389,1445,1701,3199,2790,3384,3598,3034,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,150,187,159,1323,151,146,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691])). % 86.57/86.53 cnf(3790,plain, % 86.57/86.53 (~P9(x37901,f11(f10(f7(x37902,x37902,a1),x37903,a1),x37901,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1701])). % 86.57/86.53 cnf(3793,plain, % 86.57/86.53 (~P8(f11(f11(f11(f34(x37931,x37932),x37933,a1),x37934,a1),f5(x37934,a1),a1),x37933,a1)), % 86.57/86.53 inference(rename_variables,[],[2358])). % 86.57/86.53 cnf(3796,plain, % 86.57/86.53 (~P8(f11(f11(f11(f34(x37961,x37962),x37963,a1),x37964,a1),f5(x37964,a1),a1),x37963,a1)), % 86.57/86.53 inference(rename_variables,[],[2358])). % 86.57/86.53 cnf(3798,plain, % 86.57/86.53 (~E(f10(f5(f4(a1),a1),f3(a1),a1),f4(a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,150,187,159,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487])). % 86.57/86.53 cnf(3802,plain, % 86.57/86.53 (~P8(f11(f11(f34(x38021,x38022),f3(a1),a1),f11(f34(x38021,x38022),f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1872,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,150,187,159,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811])). % 86.57/86.53 cnf(3804,plain, % 86.57/86.53 (P10(f5(f4(a1),a1),f10(f4(a1),f10(f4(a1),f4(a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1872,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,1192,150,187,159,2236,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82])). % 86.57/86.53 cnf(3805,plain, % 86.57/86.53 (E(x38051,f10(f4(a1),x38051,a1))), % 86.57/86.53 inference(rename_variables,[],[1192])). % 86.57/86.53 cnf(3806,plain, % 86.57/86.53 (P49(f10(f11(f7(x38061,x38061,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1872,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,1192,150,187,159,2236,2453,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114])). % 86.57/86.53 cnf(3807,plain, % 86.57/86.53 (E(f11(f10(x38071,x38072,a1),f10(x38073,x38072,a1),a1),f10(f11(x38071,x38073,a1),x38072,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3809,plain, % 86.57/86.53 (P10(f5(f4(a1),a1),f10(f4(a1),f4(a1),a1),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1872,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,1192,3805,150,187,159,2236,2453,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83])). % 86.57/86.53 cnf(3810,plain, % 86.57/86.53 (E(x38101,f10(f4(a1),x38101,a1))), % 86.57/86.53 inference(rename_variables,[],[1192])). % 86.57/86.53 cnf(3811,plain, % 86.57/86.53 (P57(f10(f11(f7(x38111,x38111,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,172,1815,1872,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,1192,3805,150,187,159,2236,2453,2471,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79])). % 86.57/86.53 cnf(3812,plain, % 86.57/86.53 (E(f11(f10(x38121,x38122,a1),f10(x38123,x38122,a1),a1),f10(f11(x38121,x38123,a1),x38122,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3815,plain, % 86.57/86.53 (P51(f10(f11(f7(x38151,x38151,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,1450,172,1815,1872,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,1192,3805,150,187,159,2236,2453,2464,2471,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121])). % 86.57/86.53 cnf(3816,plain, % 86.57/86.53 (E(f11(f10(x38161,x38162,a1),f10(x38163,x38162,a1),a1),f10(f11(x38161,x38163,a1),x38162,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3821,plain, % 86.57/86.53 (P67(f10(f11(f7(x38211,x38211,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,1192,3805,1311,150,187,159,2236,2453,2464,2471,2505,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91])). % 86.57/86.53 cnf(3822,plain, % 86.57/86.53 (E(f11(f10(x38221,x38222,a1),f10(x38223,x38222,a1),a1),f10(f11(x38221,x38223,a1),x38222,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3824,plain, % 86.57/86.53 (P39(f10(f11(f7(x38241,x38241,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,251,247,1431,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,1192,3805,1311,150,187,159,2236,2453,2464,2471,2505,2546,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118])). % 86.57/86.53 cnf(3825,plain, % 86.57/86.53 (E(f11(f10(x38251,x38252,a1),f10(x38253,x38252,a1),a1),f10(f11(x38251,x38253,a1),x38252,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3827,plain, % 86.57/86.53 (~E(f9(f3(a1),f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,1192,3805,1311,150,187,159,2236,2453,2464,2471,2505,2546,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70])). % 86.57/86.53 cnf(3828,plain, % 86.57/86.53 (~P9(x38281,x38281,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(3829,plain, % 86.57/86.53 (P26(f10(f11(f7(x38291,x38291,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,1192,3805,1311,150,187,159,2236,2453,2464,2471,2505,2523,2546,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106])). % 86.57/86.53 cnf(3830,plain, % 86.57/86.53 (E(f11(f10(x38301,x38302,a1),f10(x38303,x38302,a1),a1),f10(f11(x38301,x38303,a1),x38302,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3832,plain, % 86.57/86.53 (~E(f8(f13(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,1192,3805,1311,150,187,159,2236,2453,2464,2471,2505,2523,2546,1323,151,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344])). % 86.57/86.53 cnf(3839,plain, % 86.57/86.53 (P69(f10(f11(f7(x38391,x38391,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,1192,3805,1311,150,187,159,2236,2453,2464,2471,2505,2523,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142])). % 86.57/86.53 cnf(3840,plain, % 86.57/86.53 (E(f11(f10(x38401,x38402,a1),f10(x38403,x38402,a1),a1),f10(f11(x38401,x38403,a1),x38402,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3842,plain, % 86.57/86.53 (P32(f10(f11(f7(x38421,x38421,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,1192,3805,1311,150,187,159,2236,2453,2464,2471,2477,2505,2523,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137])). % 86.57/86.53 cnf(3843,plain, % 86.57/86.53 (E(f11(f10(x38431,x38432,a1),f10(x38433,x38432,a1),a1),f10(f11(x38431,x38433,a1),x38432,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3845,plain, % 86.57/86.53 (~E(f13(f5(f4(a1),a1),a1),f11(f5(f4(a1),a1),f5(f4(a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,1192,3805,1311,150,187,159,2236,2453,2464,2471,2477,2505,2523,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69])). % 86.57/86.53 cnf(3846,plain, % 86.57/86.53 (P61(f10(f11(f7(x38461,x38461,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,1192,3805,2540,1311,150,187,159,2236,2453,2464,2471,2477,2505,2523,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120])). % 86.57/86.53 cnf(3847,plain, % 86.57/86.53 (E(f11(f10(x38471,x38472,a1),f10(x38473,x38472,a1),a1),f10(f11(x38471,x38473,a1),x38472,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3849,plain, % 86.57/86.53 (P30(f10(f11(f7(x38491,x38491,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,1192,3805,2540,1311,150,187,159,2236,2453,2464,2471,2477,2505,2507,2523,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109])). % 86.57/86.53 cnf(3850,plain, % 86.57/86.53 (E(f11(f10(x38501,x38502,a1),f10(x38503,x38502,a1),a1),f10(f11(x38501,x38503,a1),x38502,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3852,plain, % 86.57/86.53 (P48(f10(f11(f7(x38521,x38521,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,1192,3805,2540,1311,150,187,159,2236,2453,2464,2471,2477,2481,2505,2507,2523,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90])). % 86.57/86.53 cnf(3853,plain, % 86.57/86.53 (E(f11(f10(x38531,x38532,a1),f10(x38533,x38532,a1),a1),f10(f11(x38531,x38533,a1),x38532,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3855,plain, % 86.57/86.53 (P27(f10(f11(f7(x38551,x38551,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,1192,3805,2540,1311,150,187,159,2236,2453,2464,2471,2477,2481,2505,2507,2517,2523,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135])). % 86.57/86.53 cnf(3856,plain, % 86.57/86.53 (E(f11(f10(x38561,x38562,a1),f10(x38563,x38562,a1),a1),f10(f11(x38561,x38563,a1),x38562,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3858,plain, % 86.57/86.53 (P2(f10(f11(f7(x38581,x38581,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2505,2507,2517,2523,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68])). % 86.57/86.53 cnf(3859,plain, % 86.57/86.53 (E(f11(f10(x38591,x38592,a1),f10(x38593,x38592,a1),a1),f10(f11(x38591,x38593,a1),x38592,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3861,plain, % 86.57/86.53 (P22(f10(f11(f7(x38611,x38611,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,172,1815,1872,2169,1684,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2505,2507,2517,2523,2525,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127])). % 86.57/86.53 cnf(3862,plain, % 86.57/86.53 (E(f11(f10(x38621,x38622,a1),f10(x38623,x38622,a1),a1),f10(f11(x38621,x38623,a1),x38622,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3864,plain, % 86.57/86.53 (P36(f11(f10(x38641,x38642,a1),f11(f10(f7(f7(x38643,x38643,a1),x38641,a1),x38642,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2505,2507,2517,2523,2525,2546,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103])). % 86.57/86.53 cnf(3865,plain, % 86.57/86.53 (E(f11(f10(x38651,x38652,a1),x38653,a1),f11(f10(x38654,x38652,a1),f11(f10(f7(x38651,x38654,a1),x38652,a1),x38653,a1),a1))), % 86.57/86.53 inference(rename_variables,[],[1841])). % 86.57/86.53 cnf(3866,plain, % 86.57/86.53 (P19(f10(f11(f7(x38661,x38661,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2505,2507,2517,2523,2525,2546,2552,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123])). % 86.57/86.53 cnf(3867,plain, % 86.57/86.53 (E(f11(f10(x38671,x38672,a1),f10(x38673,x38672,a1),a1),f10(f11(x38671,x38673,a1),x38672,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3869,plain, % 86.57/86.53 (P60(f10(f11(f7(x38691,x38691,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2505,2507,2517,2523,2525,2534,2546,2552,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89])). % 86.57/86.53 cnf(3870,plain, % 86.57/86.53 (E(f11(f10(x38701,x38702,a1),f10(x38703,x38702,a1),a1),f10(f11(x38701,x38703,a1),x38702,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3872,plain, % 86.57/86.53 (P18(f10(f11(f7(x38721,x38721,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2503,2505,2507,2517,2523,2525,2534,2546,2552,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88])). % 86.57/86.53 cnf(3873,plain, % 86.57/86.53 (E(f11(f10(x38731,x38732,a1),f10(x38733,x38732,a1),a1),f10(f11(x38731,x38733,a1),x38732,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3875,plain, % 86.57/86.53 (P52(f10(f11(f7(x38751,x38751,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2503,2505,2507,2517,2523,2525,2532,2534,2546,2552,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108])). % 86.57/86.53 cnf(3876,plain, % 86.57/86.53 (E(f11(f10(x38761,x38762,a1),f10(x38763,x38762,a1),a1),f10(f11(x38761,x38763,a1),x38762,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3878,plain, % 86.57/86.53 (P3(f10(f11(f7(x38781,x38781,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[1163,2991,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2503,2505,2507,2517,2523,2525,2532,2534,2546,2552,2554,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76])). % 86.57/86.53 cnf(3879,plain, % 86.57/86.53 (E(f11(f10(x38791,x38792,a1),f10(x38793,x38792,a1),a1),f10(f11(x38791,x38793,a1),x38792,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3881,plain, % 86.57/86.53 (~E(f9(f9(f11(f34(x38811,x38812),f10(f10(f11(a29,f15(a30,a2),a1),f34(x38813,x38814),a1),f34(x38815,x38816),a1),a1),f34(x38815,x38816),a1),f34(x38813,x38814),a1),f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2503,2505,2507,2517,2523,2525,2532,2534,2546,2552,2554,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74])). % 86.57/86.53 cnf(3882,plain, % 86.57/86.53 (P8(x38821,f9(f9(f11(f34(x38822,x38823),f10(f10(x38821,f34(x38824,x38825),a1),f34(x38826,x38827),a1),a1),f34(x38826,x38827),a1),f34(x38824,x38825),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(3883,plain, % 86.57/86.53 (P68(f10(f11(f7(x38831,x38831,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2503,2505,2507,2517,2523,2525,2532,2534,2536,2546,2552,2554,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104])). % 86.57/86.53 cnf(3884,plain, % 86.57/86.53 (E(f11(f10(x38841,x38842,a1),f10(x38843,x38842,a1),a1),f10(f11(x38841,x38843,a1),x38842,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3886,plain, % 86.57/86.53 (P64(f10(f11(f7(x38861,x38861,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122])). % 86.57/86.53 cnf(3887,plain, % 86.57/86.53 (E(f11(f10(x38871,x38872,a1),f10(x38873,x38872,a1),a1),f10(f11(x38871,x38873,a1),x38872,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3889,plain, % 86.57/86.53 (P70(f10(f11(f7(x38891,x38891,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2483,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129])). % 86.57/86.53 cnf(3890,plain, % 86.57/86.53 (E(f11(f10(x38901,x38902,a1),f10(x38903,x38902,a1),a1),f10(f11(x38901,x38903,a1),x38902,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3892,plain, % 86.57/86.53 (P6(f10(f11(f7(x38921,x38921,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100])). % 86.57/86.53 cnf(3893,plain, % 86.57/86.53 (E(f11(f10(x38931,x38932,a1),f10(x38933,x38932,a1),a1),f10(f11(x38931,x38933,a1),x38932,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3895,plain, % 86.57/86.53 (P33(f10(f11(f7(x38951,x38951,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94])). % 86.57/86.53 cnf(3896,plain, % 86.57/86.53 (E(f11(f10(x38961,x38962,a1),f10(x38963,x38962,a1),a1),f10(f11(x38961,x38963,a1),x38962,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3898,plain, % 86.57/86.53 (P17(f10(f11(f7(x38981,x38981,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,2584,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131])). % 86.57/86.53 cnf(3899,plain, % 86.57/86.53 (E(f11(f10(x38991,x38992,a1),f10(x38993,x38992,a1),a1),f10(f11(x38991,x38993,a1),x38992,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3901,plain, % 86.57/86.53 (P42(f10(f11(f7(x39011,x39011,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,1192,3805,2540,2596,1311,150,187,159,2236,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,2584,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93])). % 86.57/86.53 cnf(3902,plain, % 86.57/86.53 (E(f11(f10(x39021,x39022,a1),f10(x39023,x39022,a1),a1),f10(f11(x39021,x39023,a1),x39022,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3904,plain, % 86.57/86.53 (P62(f11(f10(x39041,x39042,a1),f11(f10(f7(f7(x39043,x39043,a1),x39041,a1),x39042,a1),f11(f10(f7(x39044,x39044,a1),x39045,a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,2584,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117])). % 86.57/86.53 cnf(3905,plain, % 86.57/86.53 (E(f11(f10(x39051,x39052,a1),x39053,a1),f11(f10(x39054,x39052,a1),f11(f10(f7(x39051,x39054,a1),x39052,a1),x39053,a1),a1))), % 86.57/86.53 inference(rename_variables,[],[1841])). % 86.57/86.53 cnf(3906,plain, % 86.57/86.53 (P5(f10(f11(f7(x39061,x39061,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,2574,2584,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87])). % 86.57/86.53 cnf(3907,plain, % 86.57/86.53 (E(f11(f10(x39071,x39072,a1),f10(x39073,x39072,a1),a1),f10(f11(x39071,x39073,a1),x39072,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3909,plain, % 86.57/86.53 (P35(f11(f10(x39091,x39092,a1),f11(f10(f7(f7(x39093,x39093,a1),x39091,a1),x39092,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,2574,2584,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85])). % 86.57/86.53 cnf(3910,plain, % 86.57/86.53 (E(f11(f10(x39101,x39102,a1),x39103,a1),f11(f10(x39104,x39102,a1),f11(f10(f7(x39101,x39104,a1),x39102,a1),x39103,a1),a1))), % 86.57/86.53 inference(rename_variables,[],[1841])). % 86.57/86.53 cnf(3911,plain, % 86.57/86.53 (P38(f10(f11(f7(x39111,x39111,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2546,2552,2554,2574,2584,2586,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110])). % 86.57/86.53 cnf(3912,plain, % 86.57/86.53 (E(f11(f10(x39121,x39122,a1),f10(x39123,x39122,a1),a1),f10(f11(x39121,x39123,a1),x39122,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3914,plain, % 86.57/86.53 (P41(f10(f11(f7(x39141,x39141,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2574,2584,2586,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84])). % 86.57/86.53 cnf(3915,plain, % 86.57/86.53 (E(f11(f10(x39151,x39152,a1),f10(x39153,x39152,a1),a1),f10(f11(x39151,x39153,a1),x39152,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3917,plain, % 86.57/86.53 (P43(f10(f11(f7(x39171,x39171,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2574,2584,2586,2602,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98])). % 86.57/86.53 cnf(3918,plain, % 86.57/86.53 (E(f11(f10(x39181,x39182,a1),f10(x39183,x39182,a1),a1),f10(f11(x39181,x39183,a1),x39182,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3920,plain, % 86.57/86.53 (P28(f10(f11(f7(x39201,x39201,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2574,2584,2586,2592,2602,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140])). % 86.57/86.53 cnf(3921,plain, % 86.57/86.53 (E(f11(f10(x39211,x39212,a1),f10(x39213,x39212,a1),a1),f10(f11(x39211,x39213,a1),x39212,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3923,plain, % 86.57/86.53 (P13(f10(f11(f7(x39231,x39231,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2574,2584,2586,2592,2602,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97])). % 86.57/86.53 cnf(3924,plain, % 86.57/86.53 (E(f11(f10(x39241,x39242,a1),f10(x39243,x39242,a1),a1),f10(f11(x39241,x39243,a1),x39242,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3926,plain, % 86.57/86.53 (P63(f10(f11(f7(x39261,x39261,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2556,2574,2584,2586,2592,2602,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126])). % 86.57/86.53 cnf(3927,plain, % 86.57/86.53 (E(f11(f10(x39271,x39272,a1),f10(x39273,x39272,a1),a1),f10(f11(x39271,x39273,a1),x39272,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3929,plain, % 86.57/86.53 (~E(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f11(f10(f7(x39291,x39291,a1),x39292,a1),f11(a29,f15(a30,a2),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2556,2574,2584,2586,2592,2602,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3])). % 86.57/86.53 cnf(3931,plain, % 86.57/86.53 (P24(f10(f11(f7(x39311,x39311,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2556,2558,2574,2584,2586,2592,2602,2608,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92])). % 86.57/86.53 cnf(3932,plain, % 86.57/86.53 (E(f11(f10(x39321,x39322,a1),f10(x39323,x39322,a1),a1),f10(f11(x39321,x39323,a1),x39322,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3934,plain, % 86.57/86.53 (P66(f10(f11(f7(x39341,x39341,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2556,2558,2574,2584,2586,2592,2602,2608,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124])). % 86.57/86.53 cnf(3935,plain, % 86.57/86.53 (E(f11(f10(x39351,x39352,a1),f10(x39353,x39352,a1),a1),f10(f11(x39351,x39353,a1),x39352,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3937,plain, % 86.57/86.53 (P47(f10(f11(f7(x39371,x39371,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2556,2558,2574,2584,2586,2592,2602,2606,2608,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72])). % 86.57/86.53 cnf(3938,plain, % 86.57/86.53 (E(f11(f10(x39381,x39382,a1),f10(x39383,x39382,a1),a1),f10(f11(x39381,x39383,a1),x39382,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3940,plain, % 86.57/86.53 (P65(f10(f11(f7(x39401,x39401,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115])). % 86.57/86.53 cnf(3941,plain, % 86.57/86.53 (E(f11(f10(x39411,x39412,a1),f10(x39413,x39412,a1),a1),f10(f11(x39411,x39413,a1),x39412,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3943,plain, % 86.57/86.53 (P55(f10(f11(f7(x39431,x39431,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105])). % 86.57/86.53 cnf(3944,plain, % 86.57/86.53 (E(f11(f10(x39441,x39442,a1),f10(x39443,x39442,a1),a1),f10(f11(x39441,x39443,a1),x39442,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3946,plain, % 86.57/86.53 (P46(f10(f11(f7(x39461,x39461,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,1192,3805,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139])). % 86.57/86.53 cnf(3947,plain, % 86.57/86.53 (E(f11(f10(x39471,x39472,a1),f10(x39473,x39472,a1),a1),f10(f11(x39471,x39473,a1),x39472,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3949,plain, % 86.57/86.53 (P8(f13(f5(f4(a1),a1),a1),f9(f3(a1),f5(f4(a1),a1),a1),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,1192,3805,3810,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75])). % 86.57/86.53 cnf(3950,plain, % 86.57/86.53 (E(x39501,f10(f4(a1),x39501,a1))), % 86.57/86.53 inference(rename_variables,[],[1192])). % 86.57/86.53 cnf(3951,plain, % 86.57/86.53 (P1(f10(f11(f7(x39511,x39511,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,1192,3805,3810,2519,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67])). % 86.57/86.53 cnf(3952,plain, % 86.57/86.53 (E(f11(f10(x39521,x39522,a1),f10(x39523,x39522,a1),a1),f10(f11(x39521,x39523,a1),x39522,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3954,plain, % 86.57/86.53 (P29(f11(f10(x39541,x39542,a1),f11(f10(f7(f7(x39543,x39543,a1),x39541,a1),x39542,a1),f11(f10(f7(x39544,x39544,a1),x39545,a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,1192,3805,3810,2519,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86])). % 86.57/86.53 cnf(3956,plain, % 86.57/86.53 (~E(f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),f9(f11(f34(x39561,x39562),f10(f11(a29,f15(a30,a2),a1),f34(x39563,x39564),a1),a1),f34(x39563,x39564),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,1192,3805,3810,2519,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73])). % 86.57/86.53 cnf(3957,plain, % 86.57/86.53 (~P8(f9(f11(f34(x39571,x39572),f10(x39573,f34(x39574,x39575),a1),a1),f34(x39574,x39575),a1),x39573,a1)), % 86.57/86.53 inference(rename_variables,[],[2149])). % 86.57/86.53 cnf(3958,plain, % 86.57/86.53 (P34(f10(f11(f7(x39581,x39581,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,1192,3805,3810,2519,2540,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2620,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96])). % 86.57/86.53 cnf(3959,plain, % 86.57/86.53 (E(f11(f10(x39591,x39592,a1),f10(x39593,x39592,a1),a1),f10(f11(x39591,x39593,a1),x39592,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3961,plain, % 86.57/86.53 (P4(f10(f11(f7(x39611,x39611,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,1192,3805,3810,2519,2540,2588,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2620,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78])). % 86.57/86.53 cnf(3962,plain, % 86.57/86.53 (E(f11(f10(x39621,x39622,a1),f10(x39623,x39622,a1),a1),f10(f11(x39621,x39623,a1),x39622,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3964,plain, % 86.57/86.53 (P23(f10(f11(f7(x39641,x39641,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,1192,3805,3810,2519,2540,2580,2588,2596,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2620,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80])). % 86.57/86.53 cnf(3965,plain, % 86.57/86.53 (E(f11(f10(x39651,x39652,a1),f10(x39653,x39652,a1),a1),f10(f11(x39651,x39653,a1),x39652,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3967,plain, % 86.57/86.53 (P59(f10(f11(f7(x39671,x39671,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,1192,3805,3810,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2612,2616,2620,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102])). % 86.57/86.53 cnf(3968,plain, % 86.57/86.53 (E(f11(f10(x39681,x39682,a1),f10(x39683,x39682,a1),a1),f10(f11(x39681,x39683,a1),x39682,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3970,plain, % 86.57/86.53 (P15(f10(f11(f7(x39701,x39701,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,1192,3805,3810,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2610,2612,2616,2620,2624,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112])). % 86.57/86.53 cnf(3971,plain, % 86.57/86.53 (E(f11(f10(x39711,x39712,a1),f10(x39713,x39712,a1),a1),f10(f11(x39711,x39713,a1),x39712,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3973,plain, % 86.57/86.53 (P21(f10(f11(f7(x39731,x39731,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,1192,3805,3810,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2610,2612,2616,2620,2624,2630,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141])). % 86.57/86.53 cnf(3974,plain, % 86.57/86.53 (E(f11(f10(x39741,x39742,a1),f10(x39743,x39742,a1),a1),f10(f11(x39741,x39743,a1),x39742,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3976,plain, % 86.57/86.53 (P7(f10(f11(f7(x39761,x39761,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,1192,3805,3810,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2602,2606,2608,2610,2612,2616,2620,2624,2626,2630,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138])). % 86.57/86.53 cnf(3977,plain, % 86.57/86.53 (E(f11(f10(x39771,x39772,a1),f10(x39773,x39772,a1),a1),f10(f11(x39771,x39773,a1),x39772,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3979,plain, % 86.57/86.53 (P53(f10(f11(f7(x39791,x39791,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,1192,3805,3810,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2584,2586,2592,2600,2602,2606,2608,2610,2612,2616,2620,2624,2626,2630,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134])). % 86.57/86.53 cnf(3980,plain, % 86.57/86.53 (E(f11(f10(x39801,x39802,a1),f10(x39803,x39802,a1),a1),f10(f11(x39801,x39803,a1),x39802,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3982,plain, % 86.57/86.53 (P25(f10(f11(f7(x39821,x39821,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,1192,3805,3810,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2582,2584,2586,2592,2600,2602,2606,2608,2610,2612,2616,2620,2624,2626,2630,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99])). % 86.57/86.53 cnf(3983,plain, % 86.57/86.53 (E(f11(f10(x39831,x39832,a1),f10(x39833,x39832,a1),a1),f10(f11(x39831,x39833,a1),x39832,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3987,plain, % 86.57/86.53 (P45(f10(f11(f7(x39871,x39871,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,1192,3805,3810,3950,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2582,2584,2586,2590,2592,2600,2602,2606,2608,2610,2612,2616,2620,2624,2626,2630,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128])). % 86.57/86.53 cnf(3988,plain, % 86.57/86.53 (E(f11(f10(x39881,x39882,a1),f10(x39883,x39882,a1),a1),f10(f11(x39881,x39883,a1),x39882,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3990,plain, % 86.57/86.53 (P56(f10(f11(f7(x39901,x39901,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,1192,3805,3810,3950,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2582,2584,2586,2590,2592,2600,2602,2606,2608,2610,2612,2616,2620,2622,2624,2626,2630,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125])). % 86.57/86.53 cnf(3991,plain, % 86.57/86.53 (E(f11(f10(x39911,x39912,a1),f10(x39913,x39912,a1),a1),f10(f11(x39911,x39913,a1),x39912,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3993,plain, % 86.57/86.53 (P54(f10(f11(f7(x39931,x39931,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,1192,3805,3810,3950,2519,2540,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2600,2602,2606,2608,2610,2612,2616,2620,2622,2624,2626,2630,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119])). % 86.57/86.53 cnf(3994,plain, % 86.57/86.53 (E(f11(f10(x39941,x39942,a1),f10(x39943,x39942,a1),a1),f10(f11(x39941,x39943,a1),x39942,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3996,plain, % 86.57/86.53 (P31(f10(f11(f7(x39961,x39961,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2600,2602,2606,2608,2610,2612,2616,2620,2622,2624,2626,2630,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101])). % 86.57/86.53 cnf(3997,plain, % 86.57/86.53 (E(f11(f10(x39971,x39972,a1),f10(x39973,x39972,a1),a1),f10(f11(x39971,x39973,a1),x39972,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(3999,plain, % 86.57/86.53 (P40(f10(f11(f7(x39991,x39991,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2600,2602,2606,2608,2610,2612,2616,2620,2622,2624,2626,2630,2632,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77])). % 86.57/86.53 cnf(4000,plain, % 86.57/86.53 (E(f11(f10(x40001,x40002,a1),f10(x40003,x40002,a1),a1),f10(f11(x40001,x40003,a1),x40002,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(4002,plain, % 86.57/86.53 (P37(f10(f11(f7(x40021,x40021,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2600,2602,2606,2608,2610,2612,2616,2618,2620,2622,2624,2626,2630,2632,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130])). % 86.57/86.53 cnf(4003,plain, % 86.57/86.53 (E(f11(f10(x40031,x40032,a1),f10(x40033,x40032,a1),a1),f10(f11(x40031,x40033,a1),x40032,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(4005,plain, % 86.57/86.53 (P16(f10(f11(f7(x40051,x40051,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2600,2602,2606,2608,2610,2612,2616,2618,2620,2622,2624,2626,2630,2632,2634,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136])). % 86.57/86.53 cnf(4006,plain, % 86.57/86.53 (E(f11(f10(x40061,x40062,a1),f10(x40063,x40062,a1),a1),f10(f11(x40061,x40063,a1),x40062,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(4008,plain, % 86.57/86.53 (P44(f10(f11(f7(x40081,x40081,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2616,2618,2620,2622,2624,2626,2630,2632,2634,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111])). % 86.57/86.53 cnf(4009,plain, % 86.57/86.53 (E(f11(f10(x40091,x40092,a1),f10(x40093,x40092,a1),a1),f10(f11(x40091,x40093,a1),x40092,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(4011,plain, % 86.57/86.53 (P58(f10(f11(f7(x40111,x40111,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2630,2632,2634,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95])). % 86.57/86.53 cnf(4012,plain, % 86.57/86.53 (E(f11(f10(x40121,x40122,a1),f10(x40123,x40122,a1),a1),f10(f11(x40121,x40123,a1),x40122,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(4014,plain, % 86.57/86.53 (P50(f10(f11(f7(x40141,x40141,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3008,3507,3373,3724,2360,2636,251,247,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,1311,150,187,159,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,151,2501,169,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107])). % 86.57/86.53 cnf(4020,plain, % 86.57/86.53 (~P9(f9(f9(f11(f34(x40201,x40202),f10(f10(x40203,f34(x40204,x40205),a1),f34(x40206,x40207),a1),a1),f34(x40206,x40207),a1),f34(x40204,x40205),a1),x40203,a1)), % 86.57/86.53 inference(rename_variables,[],[2981])). % 86.57/86.53 cnf(4023,plain, % 86.57/86.53 (P8(x40231,f11(f10(f7(x40232,x40232,a1),x40233,a1),x40231,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[3118])). % 86.57/86.53 cnf(4025,plain, % 86.57/86.53 (P8(f11(f10(f7(x40251,x40251,a1),x40252,a1),f3(a1),a1),f11(f10(x40253,x40253,a1),f10(x40254,x40254,a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3692,2981,3008,3507,3373,3724,2360,2636,1889,251,247,257,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,1311,150,187,159,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,151,2501,169,196,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705])). % 86.57/86.53 cnf(4026,plain, % 86.57/86.53 (P8(f11(f10(f7(x40261,x40261,a1),x40262,a1),x40263,a1),x40263,a1)), % 86.57/86.53 inference(rename_variables,[],[1889])). % 86.57/86.53 cnf(4030,plain, % 86.57/86.53 (~P8(f11(f10(f14(f34(x40301,x40302)),f14(f34(x40301,x40302)),a1),f10(x40303,x40303,a1),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3692,2981,3008,3507,3373,3724,2360,2636,1889,251,247,1219,257,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,243,1311,150,187,159,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,196,146,160,182,222,162,157,154,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847])). % 86.57/86.53 cnf(4031,plain, % 86.57/86.53 (P8(x40311,x40311,a1)), % 86.57/86.53 inference(rename_variables,[],[243])). % 86.57/86.53 cnf(4034,plain, % 86.57/86.53 (P8(x40341,f11(f10(f7(x40342,x40342,a1),x40343,a1),x40341,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[3118])). % 86.57/86.53 cnf(4036,plain, % 86.57/86.53 (E(x40361,f11(f10(f7(x40362,x40362,a1),x40363,a1),f11(f10(f7(x40364,x40364,a1),x40365,a1),x40361,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,1755,2149,1200,1674,3245,3068,3118,3692,4023,2981,3008,3507,3373,3724,2360,2636,1889,251,247,1219,257,265,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3034,3174,3277,3709,2347,3606,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,243,1311,150,187,159,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619])). % 86.57/86.53 cnf(4041,plain, % 86.57/86.53 (P8(x40411,f5(x40411,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1170])). % 86.57/86.53 cnf(4044,plain, % 86.57/86.53 (~P9(f10(x40441,x40441,a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2942])). % 86.57/86.53 cnf(4051,plain, % 86.57/86.53 (P8(x40511,f9(f9(f11(f34(x40512,x40513),f10(f10(x40511,f34(x40514,x40515),a1),f34(x40516,x40517),a1),a1),f34(x40516,x40517),a1),f34(x40514,x40515),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4053,plain, % 86.57/86.53 (~P8(f9(f11(f34(x40531,x40532),f10(f11(f10(f7(x40533,x40533,a1),x40534,a1),x40535,a1),f34(x40536,x40537),a1),a1),f34(x40536,x40537),a1),x40535,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,3008,3507,3373,3724,2360,2636,1889,1170,251,247,1219,257,265,261,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,2347,3606,2320,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,243,1311,150,187,190,159,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987])). % 86.57/86.53 cnf(4054,plain, % 86.57/86.53 (~P8(f9(f11(f34(x40541,x40542),f10(x40543,f34(x40544,x40545),a1),a1),f34(x40544,x40545),a1),x40543,a1)), % 86.57/86.53 inference(rename_variables,[],[2149])). % 86.57/86.53 cnf(4055,plain, % 86.57/86.53 (P8(x40551,f11(f10(f7(x40552,x40552,a1),x40553,a1),x40551,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[3118])). % 86.57/86.53 cnf(4064,plain, % 86.57/86.53 (~P9(x40641,f10(f9(x40641,f11(f4(a1),f5(x40642,a1),a1),a1),f11(f4(a1),f5(x40642,a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,3008,3507,3373,3724,2360,2636,1889,1170,251,247,1219,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,2347,3361,3606,2320,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995])). % 86.57/86.53 cnf(4065,plain, % 86.57/86.53 (~P9(x40651,x40651,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(4067,plain, % 86.57/86.53 (~P9(f9(f11(f34(x40671,x40672),f10(f10(f9(x40673,f34(x40674,x40675),a1),f34(x40674,x40675),a1),f34(x40676,x40677),a1),a1),f34(x40676,x40677),a1),x40673,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,3008,3507,3373,3724,2360,2636,1889,1170,251,247,1219,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,2347,3361,3606,2320,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959])). % 86.57/86.53 cnf(4068,plain, % 86.57/86.53 (~P9(f9(f9(f11(f34(x40681,x40682),f10(f10(x40683,f34(x40684,x40685),a1),f34(x40686,x40687),a1),a1),f34(x40686,x40687),a1),f34(x40684,x40685),a1),x40683,a1)), % 86.57/86.53 inference(rename_variables,[],[2981])). % 86.57/86.53 cnf(4071,plain, % 86.57/86.53 (P8(x40711,f9(f9(f11(f34(x40712,x40713),f10(f10(x40711,f34(x40714,x40715),a1),f34(x40716,x40717),a1),a1),f34(x40716,x40717),a1),f34(x40714,x40715),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4074,plain, % 86.57/86.53 (~P9(f9(f9(f11(f34(x40741,x40742),f10(f10(x40743,f34(x40744,x40745),a1),f34(x40746,x40747),a1),a1),f34(x40746,x40747),a1),f34(x40744,x40745),a1),x40743,a1)), % 86.57/86.53 inference(rename_variables,[],[2981])). % 86.57/86.53 cnf(4076,plain, % 86.57/86.53 (~P9(f11(f5(f9(f10(x40761,f34(x40762,x40763),a1),f34(x40762,x40763),a1),a1),f4(a1),a1),x40761,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,3008,3507,3373,3724,2360,2636,1889,1170,251,247,1219,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,2347,3361,3606,2320,3438,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960])). % 86.57/86.53 cnf(4077,plain, % 86.57/86.53 (~P9(f10(f11(f5(f9(x40771,f34(x40772,x40773),a1),a1),f4(a1),a1),f34(x40772,x40773),a1),x40771,a1)), % 86.57/86.53 inference(rename_variables,[],[3438])). % 86.57/86.53 cnf(4080,plain, % 86.57/86.53 (~P9(f9(f9(f11(f34(x40801,x40802),f10(f10(x40803,f34(x40804,x40805),a1),f34(x40806,x40807),a1),a1),f34(x40806,x40807),a1),f34(x40804,x40805),a1),x40803,a1)), % 86.57/86.53 inference(rename_variables,[],[2981])). % 86.57/86.53 cnf(4082,plain, % 86.57/86.53 (~P9(f11(f11(f4(a1),f5(x40821,a1),a1),x40822,a1),x40822,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,3008,3507,3373,3724,2360,2636,1889,1170,251,247,1219,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1483,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,2347,3361,3606,2320,3438,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938])). % 86.57/86.53 cnf(4083,plain, % 86.57/86.53 (~P9(f11(f3(a1),x40831,a1),x40831,a1)), % 86.57/86.53 inference(rename_variables,[],[1483])). % 86.57/86.53 cnf(4086,plain, % 86.57/86.53 (~P9(f10(x40861,x40861,a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2942])). % 86.57/86.53 cnf(4088,plain, % 86.57/86.53 (~E(f10(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,3008,3507,3373,3724,2360,2636,1889,1170,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1450,1841,3865,3905,3910,172,1815,1483,1872,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,3420,2347,3361,3606,2320,3438,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479])). % 86.57/86.53 cnf(4095,plain, % 86.57/86.53 (P8(x40951,f5(x40951,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1170])). % 86.57/86.53 cnf(4101,plain, % 86.57/86.53 (~P9(f9(f9(f11(f34(x41011,x41012),f10(f10(f11(a29,f15(a30,a2),a1),f34(x41013,x41014),a1),f34(x41015,x41016),a1),a1),f34(x41015,x41016),a1),f34(x41013,x41014),a1),f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,4080,3008,3507,3373,3724,2360,2636,1889,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,1872,1999,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,3361,3606,2320,3438,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707])). % 86.57/86.53 cnf(4102,plain, % 86.57/86.53 (~P9(f9(f9(f11(f34(x41021,x41022),f10(f10(x41023,f34(x41024,x41025),a1),f34(x41026,x41027),a1),a1),f34(x41026,x41027),a1),f34(x41024,x41025),a1),x41023,a1)), % 86.57/86.53 inference(rename_variables,[],[2981])). % 86.57/86.53 cnf(4104,plain, % 86.57/86.53 (~E(f11(x41041,f13(f5(f4(a1),a1),a1),a1),x41041)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,4080,3008,3507,3373,3724,2360,2636,1889,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,1872,1999,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,3361,3606,2320,3438,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473])). % 86.57/86.53 cnf(4106,plain, % 86.57/86.53 (~P9(f9(f11(f34(x41061,x41062),f10(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),f34(x41063,x41064),a1),a1),f34(x41063,x41064),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,2286,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,4080,3008,3507,3373,3724,2360,2636,1889,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,1872,1999,2169,1684,2594,1509,1547,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,3361,3606,2320,3438,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711])). % 86.57/86.53 cnf(4117,plain, % 86.57/86.53 (P8(x41171,f9(f9(f11(f34(x41172,x41173),f10(f10(x41171,f34(x41174,x41175),a1),f34(x41176,x41177),a1),a1),f34(x41176,x41177),a1),f34(x41174,x41175),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4119,plain, % 86.57/86.53 (~P8(f10(f11(f34(x41191,x41192),f3(a1),a1),f34(x41193,x41194),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,2286,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,1872,1999,2169,1684,2594,1509,1547,1251,1390,1658,2401,2882,2391,2358,3621,3793,1671,1677,2646,2783,2389,2564,1445,1701,2378,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3606,2320,3438,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851])). % 86.57/86.53 cnf(4131,plain, % 86.57/86.53 (~P10(f10(f10(f3(a1),f4(a1),a1),f5(f4(a1),a1),a1),f10(f10(f4(a1),f4(a1),a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,2286,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,1872,1999,2169,1684,2594,1509,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2783,2389,2564,1445,1701,2378,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3606,2320,3438,3392,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975])). % 86.57/86.53 cnf(4137,plain, % 86.57/86.53 (~P9(f9(x41371,f3(a1),a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1509])). % 86.57/86.53 cnf(4141,plain, % 86.57/86.53 (~P9(x41411,f11(f11(f10(f7(x41412,x41412,a1),x41413,a1),f10(f7(x41414,x41414,a1),x41415,a1),a1),x41411,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,2286,1755,2149,3957,1200,1674,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,1872,1999,2169,1684,2594,1509,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2783,2389,2564,1445,1701,3790,2378,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3606,2320,3438,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937])). % 86.57/86.53 cnf(4143,plain, % 86.57/86.53 (P8(f11(f10(f7(x41431,x41431,a1),x41432,a1),x41433,a1),x41433,a1)), % 86.57/86.53 inference(rename_variables,[],[1889])). % 86.57/86.53 cnf(4150,plain, % 86.57/86.53 (~P9(f10(f9(x41501,f3(a1),a1),x41502,a1),f10(f9(x41501,f3(a1),a1),x41503,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,2286,1755,2149,3957,1200,1674,2444,3245,3068,3118,3692,4023,4034,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2783,2389,2564,1445,1701,3790,2378,1373,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3606,2320,3438,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022])). % 86.57/86.53 cnf(4151,plain, % 86.57/86.53 (~P9(f9(x41511,f3(a1),a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1509])). % 86.57/86.53 cnf(4161,plain, % 86.57/86.53 (~P9(f11(f3(a1),f11(f11(f4(a1),f5(x41611,a1),a1),x41612,a1),a1),x41612,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,2286,1755,2149,3957,1200,1674,2444,3245,3068,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3606,2320,3438,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810])). % 86.57/86.53 cnf(4162,plain, % 86.57/86.53 (~P9(f11(f3(a1),x41621,a1),x41621,a1)), % 86.57/86.53 inference(rename_variables,[],[1483])). % 86.57/86.53 cnf(4169,plain, % 86.57/86.53 (~P8(f10(f11(f34(x41691,x41692),f9(x41693,f11(f4(a1),f5(x41694,a1),a1),a1),a1),f11(f4(a1),f5(x41694,a1),a1),a1),x41693,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,2286,1755,2149,3957,1200,1674,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3606,2320,3438,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,243,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992])). % 86.57/86.53 cnf(4170,plain, % 86.57/86.53 (~P8(f11(f34(x41701,x41702),x41703,a1),x41703,a1)), % 86.57/86.53 inference(rename_variables,[],[1480])). % 86.57/86.53 cnf(4173,plain, % 86.57/86.53 (~P9(f10(x41731,x41731,a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2942])). % 86.57/86.53 cnf(4175,plain, % 86.57/86.53 (P9(f13(f5(f4(a1),a1),a1),f5(f34(x41751,x41752),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,2286,1755,2149,3957,1200,1674,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3606,2320,3438,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,243,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712])). % 86.57/86.53 cnf(4188,plain, % 86.57/86.53 (P8(f3(a1),f9(f11(f34(x41881,x41882),f10(f10(f3(a1),f34(x41883,x41884),a1),f34(x41885,x41886),a1),a1),f34(x41885,x41886),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,2286,1755,2149,3957,1200,1674,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,243,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890])). % 86.57/86.53 cnf(4190,plain, % 86.57/86.53 (P8(x41901,f9(f9(f11(f34(x41902,x41903),f10(f10(x41901,f34(x41904,x41905),a1),f34(x41906,x41907),a1),a1),f34(x41906,x41907),a1),f34(x41904,x41905),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4192,plain, % 86.57/86.53 (~P8(f11(f34(x41921,x41922),f10(f9(f10(f9(x41923,f34(x41924,x41925),a1),f34(x41926,x41927),a1),f34(x41926,x41927),a1),f34(x41924,x41925),a1),a1),x41923,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,2286,1755,2149,3957,1200,1674,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3137,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,243,2812,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967])). % 86.57/86.53 cnf(4193,plain, % 86.57/86.53 (~P8(f9(f11(f34(x41931,x41932),f10(f9(f10(x41933,f34(x41934,x41935),a1),f34(x41934,x41935),a1),f34(x41936,x41937),a1),a1),f34(x41936,x41937),a1),x41933,a1)), % 86.57/86.53 inference(rename_variables,[],[3137])). % 86.57/86.53 cnf(4195,plain, % 86.57/86.53 (~P8(f9(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,2286,1755,2149,3957,1200,1674,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3137,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,243,2812,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885])). % 86.57/86.53 cnf(4197,plain, % 86.57/86.53 (~P8(f11(f10(x41971,x41972,a1),f11(f11(f10(f14(f34(x41973,x41974)),f14(f34(x41973,x41974)),a1),f10(x41975,x41975,a1),a1),f3(a1),a1),a1),f10(x41971,x41972,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,2286,1755,2149,3957,1200,1674,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3137,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,243,4031,2812,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817])). % 86.57/86.53 cnf(4199,plain, % 86.57/86.53 (P8(x41991,x41991,a1)), % 86.57/86.53 inference(rename_variables,[],[243])). % 86.57/86.53 cnf(4206,plain, % 86.57/86.53 (~P9(x42061,f9(f10(x42061,f11(f4(a1),f5(x42062,a1),a1),a1),f11(f4(a1),f5(x42062,a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,2286,1755,2149,3957,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,4065,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,243,4031,2812,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003])). % 86.57/86.53 cnf(4207,plain, % 86.57/86.53 (~P9(x42071,x42071,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(4218,plain, % 86.57/86.53 (~P8(f9(f11(f34(x42181,x42182),f10(x42183,f11(f4(a1),f5(x42184,a1),a1),a1),a1),f11(f4(a1),f5(x42184,a1),a1),a1),x42183,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,2286,1755,2149,3957,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,4065,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,243,4031,2812,1534,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997])). % 86.57/86.53 cnf(4229,plain, % 86.57/86.53 (~P9(f9(x42291,f3(a1),a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1509])). % 86.57/86.53 cnf(4232,plain, % 86.57/86.53 (~P9(f9(x42321,f3(a1),a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1509])). % 86.57/86.53 cnf(4234,plain, % 86.57/86.53 (~P8(f11(f11(f4(a1),f5(x42341,a1),a1),x42342,a1),x42342,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,2286,1755,2149,3957,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,4065,4207,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,4151,4229,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,243,4031,2812,1534,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818])). % 86.57/86.53 cnf(4235,plain, % 86.57/86.53 (~P9(x42351,x42351,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(4239,plain, % 86.57/86.53 (P8(x42391,x42391,f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1204])). % 86.57/86.53 cnf(4242,plain, % 86.57/86.53 (~P9(f9(x42421,f3(a1),a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1509])). % 86.57/86.53 cnf(4245,plain, % 86.57/86.53 (~P9(f9(x42451,f3(a1),a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1509])). % 86.57/86.53 cnf(4247,plain, % 86.57/86.53 (~P9(f9(f10(x42471,f11(f4(a1),f5(x42472,a1),a1),a1),f11(f4(a1),f5(x42472,a1),a1),a1),x42471,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,2286,1204,1755,2149,3957,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,251,247,1219,156,1240,257,265,3828,4065,4207,4235,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,1314,243,4031,2812,1534,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,169,170,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999])). % 86.57/86.53 cnf(4248,plain, % 86.57/86.53 (~P9(x42481,x42481,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(4253,plain, % 86.57/86.53 (~P9(x42531,x42531,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(4255,plain, % 86.57/86.53 (P8(x42551,f9(f9(f11(f34(x42552,x42553),f10(f10(x42551,f34(x42554,x42555),a1),f34(x42556,x42557),a1),a1),f34(x42556,x42557),a1),f34(x42554,x42555),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4259,plain, % 86.57/86.53 (P8(x42591,f9(f9(f11(f34(x42592,x42593),f10(f10(x42591,f34(x42594,x42595),a1),f34(x42596,x42597),a1),a1),f34(x42596,x42597),a1),f34(x42594,x42595),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4262,plain, % 86.57/86.53 (~P9(x42621,x42621,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(4265,plain, % 86.57/86.53 (~P8(f9(f11(f34(x42651,x42652),f10(f3(a1),f34(x42653,x42654),a1),a1),f34(x42653,x42654),a1),f9(x42655,f11(f3(a1),f3(a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,2286,1204,1755,2149,3957,4054,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,261,1431,2207,173,2399,1281,1383,1494,1276,1503,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,1547,1251,1390,1245,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,1314,243,4031,2812,1534,1311,193,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,169,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940])). % 86.57/86.53 cnf(4266,plain, % 86.57/86.53 (~P9(f11(f3(a1),x42661,a1),x42661,a1)), % 86.57/86.53 inference(rename_variables,[],[1483])). % 86.57/86.53 cnf(4267,plain, % 86.57/86.53 (~P8(f9(f11(f34(x42671,x42672),f10(x42673,f34(x42674,x42675),a1),a1),f34(x42674,x42675),a1),x42673,a1)), % 86.57/86.53 inference(rename_variables,[],[2149])). % 86.57/86.53 cnf(4274,plain, % 86.57/86.53 (~P9(f3(a1),f9(x42741,f3(a1),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1503])). % 86.57/86.53 cnf(4277,plain, % 86.57/86.53 (~P9(f3(a1),f9(x42771,f3(a1),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1503])). % 86.57/86.53 cnf(4279,plain, % 86.57/86.53 (P8(f9(x42791,f13(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,1314,243,4031,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,169,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883])). % 86.57/86.53 cnf(4280,plain, % 86.57/86.53 (P8(x42801,x42801,f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1204])). % 86.57/86.53 cnf(4287,plain, % 86.57/86.53 (P8(x42871,x42871,a1)), % 86.57/86.53 inference(rename_variables,[],[243])). % 86.57/86.53 cnf(4293,plain, % 86.57/86.53 (~P9(x42931,x42931,f11(f10(x42932,x42933,a1),f11(f10(f7(f7(x42934,x42934,a1),x42932,a1),x42933,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,169,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450])). % 86.57/86.53 cnf(4295,plain, % 86.57/86.53 (~P9(x42951,x42951,f11(f10(x42952,x42953,a1),f11(f10(f7(f7(x42954,x42954,a1),x42952,a1),x42953,a1),f11(f10(f7(x42955,x42955,a1),x42956,a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,169,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448])). % 86.57/86.53 cnf(4297,plain, % 86.57/86.53 (P9(f11(f10(x42971,x42972,a1),f13(f5(f4(a1),a1),a1),a1),f11(f10(x42971,x42972,a1),f9(f3(a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,169,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127])). % 86.57/86.53 cnf(4301,plain, % 86.57/86.53 (E(f11(f10(f7(x43011,x43011,a1),x43012,a1),f11(f10(f7(x43013,x43013,a1),x43014,a1),x43015,a1),a1),x43015)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,225,169,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127,730,600])). % 86.57/86.53 cnf(4305,plain, % 86.57/86.53 (~P8(f11(f10(x43051,x43052,a1),f11(f11(f4(a1),f5(x43053,a1),a1),f11(f10(f7(x43054,x43051,a1),x43052,a1),x43055,a1),a1),a1),f11(f10(x43054,x43052,a1),x43055,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,225,169,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127,730,600,825,1122])). % 86.57/86.53 cnf(4307,plain, % 86.57/86.53 (~E(f11(f13(f13(f5(f4(a1),a1),a1),a1),f5(f4(a1),a1),a1),f3(a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,225,169,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127,730,600,825,1122,486])). % 86.57/86.53 cnf(4311,plain, % 86.57/86.53 (E(f11(x43111,x43112,a1),f11(f10(f7(x43113,x43113,a1),x43114,a1),f11(x43111,f11(f10(f7(x43115,x43115,a1),x43116,a1),x43112,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,225,169,174,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127,730,600,825,1122,486,624,901])). % 86.57/86.53 cnf(4319,plain, % 86.57/86.53 (~P8(f11(f11(f34(x43191,x43192),f11(f11(f11(x43193,f5(x43194,a1),a1),x43195,a1),f5(x43195,a1),a1),a1),x43194,a1),x43193,a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,225,169,174,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127,730,600,825,1122,486,624,901,592,634,820,821])). % 86.57/86.53 cnf(4321,plain, % 86.57/86.53 (P8(f13(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,225,169,174,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127,730,600,825,1122,486,624,901,592,634,820,821,812])). % 86.57/86.53 cnf(4323,plain, % 86.57/86.53 (~P9(f3(a1),f11(f10(f7(x43231,x43231,a1),x43232,a1),f10(f7(x43233,x43233,a1),x43234,a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,4287,2812,1534,1311,193,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,225,169,174,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127,730,600,825,1122,486,624,901,592,634,820,821,812,843])). % 86.57/86.53 cnf(4326,plain, % 86.57/86.53 (P8(f5(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[269,1163,1662,2991,3646,3882,4051,4071,4117,4190,4255,4259,2286,1204,4239,4280,1755,2149,3957,4054,4267,1200,1674,2427,2444,3245,3068,3223,3118,3692,4023,4034,4055,2981,4020,4068,4074,4080,4102,3008,3507,3373,3724,3121,2360,2636,1889,4026,4143,1170,4041,4095,1589,251,247,1219,156,1240,257,265,3828,4065,4207,4235,4248,4253,4262,261,1431,2207,173,2399,1281,1383,1494,1276,1503,4274,4277,1450,1841,3865,3905,3910,172,1815,1483,4083,4162,4266,267,1872,1999,2169,1684,2594,1509,4137,4151,4229,4232,4242,4245,1547,1251,1390,1245,1745,1658,2401,2882,2391,2358,3621,3793,3796,1671,1677,2646,1886,2792,2783,2389,2564,1445,1701,3790,2378,1373,1480,4170,1211,2529,3199,1710,2790,3384,3598,3059,3369,3034,3174,3277,3709,1575,3420,2347,2988,3049,3361,3137,4193,3606,2320,3438,4077,3392,3682,2843,3441,3031,3665,3158,3043,3096,1852,2336,2415,3100,3408,3126,3047,2214,2965,255,3807,3812,3816,3822,3825,3830,3840,3843,3847,3850,3853,3856,3859,3862,3867,3870,3873,3876,3879,3884,3887,3890,3893,3896,3899,3902,3907,3912,3915,3918,3921,3924,3927,3932,3935,3938,3941,3944,3947,3952,3959,3962,3965,3968,3971,3974,3977,3980,3983,3988,3991,3994,3997,4000,4003,4006,4009,4012,1192,3805,3810,3950,2519,2540,2570,2580,2588,2596,2604,2942,4044,4086,4173,1314,243,4031,4199,4287,2812,1534,1311,193,1310,1303,1304,150,187,190,159,179,144,143,2236,3211,2453,2464,2471,2477,2481,2483,2495,2499,2503,2505,2507,2517,2521,2523,2525,2532,2534,2536,2542,2544,2546,2552,2554,2556,2558,2568,2574,2578,2582,2584,2586,2590,2592,2598,2600,2602,2606,2608,2610,2612,2614,2616,2618,2620,2622,2624,2626,2628,2630,2632,2634,1320,1345,1323,192,151,2501,225,169,174,170,207,214,216,196,146,160,182,222,162,197,157,154,177,186,199,176,553,514,271,556,554,471,809,395,557,559,462,577,552,555,558,14,270,2,971,659,654,655,822,627,340,693,799,349,1107,529,1128,661,683,791,793,528,488,1025,497,658,1124,688,468,517,1126,912,826,823,758,527,1106,637,475,662,723,660,622,397,346,1125,345,792,722,628,795,657,639,1123,574,347,970,827,461,691,969,638,487,686,811,82,114,83,79,81,121,685,91,118,70,106,344,689,348,142,137,69,120,109,90,135,68,127,103,123,89,88,108,76,74,104,122,129,100,94,131,93,117,87,85,110,84,98,140,97,126,3,92,124,72,115,105,139,75,67,86,73,96,78,80,102,112,141,138,134,99,71,128,125,119,101,77,130,136,111,95,107,672,774,1041,705,994,847,1042,619,674,1039,540,706,935,987,875,841,677,995,959,708,861,960,709,938,534,479,873,1014,1040,1015,356,707,473,711,993,842,874,747,851,673,1013,1038,680,975,961,1021,678,937,910,478,1022,710,675,936,810,607,909,992,671,712,864,974,676,1012,679,890,967,885,817,870,891,1003,886,896,900,892,997,1001,887,888,898,897,818,819,894,893,999,1052,1043,1067,882,940,881,941,942,883,884,1066,943,450,448,1127,730,600,825,1122,486,624,901,592,634,820,821,812,843,756])). % 86.57/86.53 cnf(4339,plain, % 86.57/86.53 (~P8(f10(f11(f34(x43391,x43392),f9(x43393,f34(x43394,x43395),a1),a1),f34(x43394,x43395),a1),x43393,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4341,plain, % 86.57/86.53 (~P9(f9(f11(f34(x43411,x43412),f10(x43413,f11(f4(a1),f5(x43414,a1),a1),a1),a1),f11(f4(a1),f5(x43414,a1),a1),a1),x43413,a1)), % 86.57/86.53 inference(scs_inference,[],[4218,2120,553,514])). % 86.57/86.53 cnf(4343,plain, % 86.57/86.53 (P8(x43431,f9(f11(f34(x43432,x43433),f10(x43431,f11(f4(a1),f5(x43434,a1),a1),a1),a1),f11(f4(a1),f5(x43434,a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[4218,2120,553,514,471])). % 86.57/86.53 cnf(4351,plain, % 86.57/86.53 (~E(f14(f11(f4(a1),f34(x43511,x43512),a1)),f4(a1))), % 86.57/86.53 inference(scs_inference,[],[4218,1492,1815,2120,2729,3400,553,514,471,556,557,554,271])). % 86.57/86.53 cnf(4352,plain, % 86.57/86.53 (~E(f11(x43521,f34(x43522,x43523),a1),x43521)), % 86.57/86.53 inference(rename_variables,[],[2729])). % 86.57/86.53 cnf(4356,plain, % 86.57/86.53 (~P8(f10(f9(f10(f9(f11(f34(x43561,x43562),x43563,a1),f34(x43564,x43565),a1),f34(x43566,x43567),a1),f34(x43566,x43567),a1),f34(x43564,x43565),a1),x43563,a1)), % 86.57/86.53 inference(scs_inference,[],[4218,1492,1815,2120,2729,4192,3787,3400,553,514,471,556,557,554,271,462,809])). % 86.57/86.53 cnf(4357,plain, % 86.57/86.53 (~P8(f11(f34(x43571,x43572),f10(f9(f10(f9(x43573,f34(x43574,x43575),a1),f34(x43576,x43577),a1),f34(x43576,x43577),a1),f34(x43574,x43575),a1),a1),x43573,a1)), % 86.57/86.53 inference(rename_variables,[],[4192])). % 86.57/86.53 cnf(4364,plain, % 86.57/86.53 (~P8(f10(f11(f34(x43641,x43642),f9(x43643,f34(x43644,x43645),a1),a1),f34(x43644,x43645),a1),x43643,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4367,plain, % 86.57/86.53 (~P9(f13(f13(x43671,a1),a1),x43671,a1)), % 86.57/86.53 inference(rename_variables,[],[1268])). % 86.57/86.53 cnf(4371,plain, % 86.57/86.53 (P8(x43711,f5(f11(f10(f7(x43712,x43712,a1),x43713,a1),f5(x43711,a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2492,3121,4218,1492,1815,2439,2120,4339,1268,2310,2729,4192,3787,3400,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577])). % 86.57/86.53 cnf(4372,plain, % 86.57/86.53 (P8(x43721,f5(f11(f10(f7(x43722,x43722,a1),x43723,a1),x43721,a1),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2492])). % 86.57/86.53 cnf(4375,plain, % 86.57/86.53 (~E(f11(x43751,f34(x43752,x43753),a1),x43751)), % 86.57/86.53 inference(rename_variables,[],[2729])). % 86.57/86.53 cnf(4385,plain, % 86.57/86.53 (~P8(f11(f11(f4(a1),f5(x43851,a1),a1),f11(f10(f7(x43852,x43852,a1),x43853,a1),x43854,a1),a1),x43854,a1)), % 86.57/86.53 inference(scs_inference,[],[2492,3121,4218,1492,1815,2439,2120,4339,1268,2310,2729,4352,3827,2279,4301,3686,4192,4305,3787,3400,187,174,157,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822])). % 86.57/86.53 cnf(4390,plain, % 86.57/86.53 (~P8(f11(f34(x43901,x43902),f11(f11(f11(f11(x43903,x43904,a1),f5(x43904,a1),a1),x43905,a1),f5(x43905,a1),a1),a1),x43903,a1)), % 86.57/86.53 inference(scs_inference,[],[2492,3121,4218,1492,1815,2439,2120,4339,1268,2310,2729,4352,3827,2279,4301,3686,4192,4319,4305,3787,3400,187,151,174,157,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820])). % 86.57/86.53 cnf(4398,plain, % 86.57/86.53 (E(f11(x43981,x43982,a1),f11(x43981,f11(f10(f7(x43983,x43983,a1),x43984,a1),f11(f10(f7(x43985,x43985,a1),x43986,a1),x43982,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2492,3121,4218,1492,1815,2439,2120,4339,1268,2310,3141,2729,4352,3827,2279,2475,4301,4311,3686,4192,4319,4305,3787,3400,150,187,159,151,174,157,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901])). % 86.57/86.53 cnf(4401,plain, % 86.57/86.53 (P8(f11(f10(f7(x44011,x44011,a1),x44012,a1),f7(x44013,x44013,a1),a1),f9(f34(x44014,x44015),f34(x44016,x44017),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2492,3121,4218,1889,1492,1815,2439,2120,4339,1268,2310,3141,2729,4352,3827,2279,2475,4301,4311,3686,4192,4319,4305,3787,3400,150,187,159,151,174,157,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693])). % 86.57/86.53 cnf(4402,plain, % 86.57/86.53 (P8(f11(f10(f7(x44021,x44021,a1),x44022,a1),x44023,a1),x44023,a1)), % 86.57/86.53 inference(rename_variables,[],[1889])). % 86.57/86.53 cnf(4405,plain, % 86.57/86.53 (~P8(f10(f11(f34(x44051,x44052),f9(x44053,f34(x44054,x44055),a1),a1),f34(x44054,x44055),a1),x44053,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4410,plain, % 86.57/86.53 (~E(f11(f10(x44101,x44102,a1),f13(f5(f4(a1),a1),a1),a1),f11(f10(x44103,x44102,a1),f10(f7(x44101,x44103,a1),x44102,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,2492,3121,4218,1889,1492,1815,2439,2120,4339,4364,1268,2310,3141,2729,4352,3827,2279,2475,4295,4104,4301,4311,3686,3954,4192,4319,4305,3787,3400,150,187,159,151,174,182,157,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107])). % 86.57/86.53 cnf(4420,plain, % 86.57/86.53 (~P8(f10(f11(f34(x44201,x44202),f9(x44203,f34(x44204,x44205),a1),a1),f34(x44204,x44205),a1),x44203,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4428,plain, % 86.57/86.53 (~P9(f11(f10(f7(x44281,x44281,a1),x44282,a1),f11(f34(x44283,x44284),x44285,a1),a1),x44285,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,3121,4218,4025,1889,247,173,1492,1815,2439,2776,2120,4339,4364,4405,1268,2310,3141,2729,4352,3827,2279,2475,4295,4104,4301,4311,3686,3954,3784,4192,4319,4305,3787,3400,150,187,159,151,174,182,162,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826])). % 86.57/86.53 cnf(4442,plain, % 86.57/86.53 (P8(x44421,f11(f10(f7(f14(f5(x44421,a1)),f7(x44422,x44422,a1),a1),f14(f5(x44421,a1)),a1),f10(x44423,x44423,a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,4218,4025,1889,247,173,1492,1815,2439,2776,2120,4339,4364,4405,1268,2310,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3784,4192,4319,4305,3787,3694,2339,3400,150,187,159,151,174,182,162,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622])). % 86.57/86.53 cnf(4449,plain, % 86.57/86.53 (~P8(x44491,f13(f10(f11(f34(x44492,x44493),f9(f13(x44491,a1),f34(x44494,x44495),a1),a1),f34(x44494,x44495),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,4218,4025,1889,247,173,172,1492,1815,2439,2776,2681,2120,4339,4364,4405,4420,1268,2310,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3784,4192,4319,4305,3787,3694,2339,3400,150,187,159,151,174,182,162,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683])). % 86.57/86.53 cnf(4450,plain, % 86.57/86.53 (~P8(f10(f11(f34(x44501,x44502),f9(x44503,f34(x44504,x44505),a1),a1),f34(x44504,x44505),a1),x44503,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4454,plain, % 86.57/86.53 (~P8(f11(f10(f7(x44541,f7(x44542,x44542,a1),a1),x44543,a1),f11(f34(x44544,x44545),x44546,a1),a1),f11(f10(x44541,x44543,a1),x44546,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,4218,4025,1889,247,173,172,1492,1815,2439,2776,2681,2120,4339,4364,4405,4420,1268,2310,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3784,4192,4319,4305,3713,3787,3694,2339,3400,150,187,159,151,174,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823])). % 86.57/86.53 cnf(4457,plain, % 86.57/86.53 (~P8(f13(f9(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,4218,4025,1889,247,173,172,1492,1815,2439,2776,2681,2120,4339,4364,4405,4420,1268,2310,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3784,4192,4319,4305,3713,3787,3694,2339,3400,150,187,159,151,174,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661])). % 86.57/86.53 cnf(4461,plain, % 86.57/86.53 (~P8(f11(f10(x44611,x44612,a1),f11(f11(f10(f14(f34(x44613,x44614)),f14(f34(x44613,x44614)),a1),f10(x44615,x44615,a1),a1),f3(a1),a1),a1),f11(f10(x44616,x44612,a1),f10(f7(x44611,x44616,a1),x44612,a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,4218,4025,1889,247,173,172,1492,1815,1544,2439,2776,2681,2120,4339,4364,4405,4420,1268,2310,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3784,4192,4319,4197,4305,3713,3787,3694,2339,3400,150,187,159,151,174,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124])). % 86.57/86.53 cnf(4475,plain, % 86.57/86.53 (~P8(f10(f34(x44751,x44752),f34(x44751,x44752),a1),f13(f10(f34(x44751,x44752),f34(x44751,x44752),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3881,4218,2527,4025,1889,247,173,172,1492,1815,1544,2439,2776,2681,2120,4339,4364,4405,4420,3350,1268,2310,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3784,4192,4319,4197,4305,3713,4101,3787,3694,2339,3400,150,187,159,151,174,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638])). % 86.57/86.53 cnf(4487,plain, % 86.57/86.53 (~P9(f11(f10(x44871,x44872,a1),f9(f10(f11(f10(f7(x44873,x44871,a1),x44872,a1),x44874,a1),f34(x44875,x44876),a1),f34(x44875,x44876),a1),a1),f11(f10(x44873,x44872,a1),x44874,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3881,4218,2527,4025,1889,247,173,172,1492,1815,1544,2439,2776,2681,2120,4339,4364,4405,4420,3350,1686,1268,3406,2310,1519,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3784,4192,4319,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,151,174,146,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123])). % 86.57/86.53 cnf(4491,plain, % 86.57/86.53 (~P8(f10(f11(f34(x44911,x44912),f9(x44913,f34(x44914,x44915),a1),a1),f34(x44914,x44915),a1),x44913,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4493,plain, % 86.57/86.53 (~P8(f11(f34(x44931,x44932),f9(f10(x44933,f11(f4(a1),f5(x44934,a1),a1),a1),f11(f4(a1),f5(x44934,a1),a1),a1),a1),x44933,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3881,4218,2527,4025,1889,251,247,173,172,1492,1815,1544,2439,2776,2681,2120,4339,4364,4405,4420,4450,3350,1686,1268,3406,2310,1519,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3784,4192,4319,4169,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,151,169,174,146,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912])). % 86.57/86.53 cnf(4494,plain, % 86.57/86.53 (P9(f3(a1),f11(f4(a1),f5(x44941,a1),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[251])). % 86.57/86.53 cnf(4505,plain, % 86.57/86.53 (~E(f10(f13(f5(f4(a1),a1),a1),f3(a1),a1),f4(a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3881,4218,2527,4025,1889,251,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,3350,1686,1268,3406,2310,1519,3075,3141,2729,4352,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3832,3784,4192,4319,4169,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,151,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487])). % 86.57/86.53 cnf(4514,plain, % 86.57/86.53 (P9(f3(a1),f5(f12(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3881,4218,2527,4025,1889,251,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,1392,3350,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,151,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461])). % 86.57/86.53 cnf(4519,plain, % 86.57/86.53 (~P8(f10(f11(f34(x45191,x45192),f9(x45193,f34(x45194,x45195),a1),a1),f34(x45194,x45195),a1),x45193,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4523,plain, % 86.57/86.53 (P57(f11(f10(f7(x45231,x45231,a1),x45232,a1),f10(f11(f7(x45233,x45233,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3881,4218,2527,4025,1889,251,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,1680,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,3811,151,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79])). % 86.57/86.53 cnf(4524,plain, % 86.57/86.53 (E(x45241,f11(f10(f7(x45242,x45242,a1),x45243,a1),x45241,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4525,plain, % 86.57/86.53 (P8(f3(a1),f10(x45251,x45251,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3881,4218,2527,4025,1889,251,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,1680,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,3811,151,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970])). % 86.57/86.53 cnf(4533,plain, % 86.57/86.53 (E(x45331,f11(f10(f7(x45332,x45332,a1),x45333,a1),x45331,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4534,plain, % 86.57/86.53 (~E(f8(f12(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3702,3881,4218,2527,4025,1889,251,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,1680,4524,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3811,151,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344])). % 86.57/86.53 cnf(4536,plain, % 86.57/86.53 (P49(f11(f10(f7(x45361,x45361,a1),x45362,a1),f10(f11(f7(x45363,x45363,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,3121,3702,3881,4218,2527,4025,1889,251,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,1680,4524,4533,3845,3827,2279,2475,4295,4104,4301,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3806,3811,151,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114])). % 86.57/86.53 cnf(4537,plain, % 86.57/86.53 (E(x45371,f11(f10(f7(x45372,x45372,a1),x45373,a1),x45371,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4541,plain, % 86.57/86.53 (P10(f5(f5(f4(a1),a1),a1),f10(f4(a1),f4(a1),a1),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,1680,4524,4533,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81])). % 86.57/86.53 cnf(4542,plain, % 86.57/86.53 (P10(f5(f4(a1),a1),f11(f10(f7(x45421,x45421,a1),x45422,a1),f10(f4(a1),f4(a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82])). % 86.57/86.53 cnf(4543,plain, % 86.57/86.53 (E(x45431,f11(f10(f7(x45432,x45432,a1),x45433,a1),x45431,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4544,plain, % 86.57/86.53 (P51(f11(f10(f7(x45441,x45441,a1),x45442,a1),f10(f11(f7(x45443,x45443,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121])). % 86.57/86.53 cnf(4545,plain, % 86.57/86.53 (E(x45451,f11(f10(f7(x45452,x45452,a1),x45453,a1),x45451,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4546,plain, % 86.57/86.53 (P67(f11(f10(f7(x45461,x45461,a1),x45462,a1),f10(f11(f7(x45463,x45463,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91])). % 86.57/86.53 cnf(4547,plain, % 86.57/86.53 (E(x45471,f11(f10(f7(x45472,x45472,a1),x45473,a1),x45471,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4548,plain, % 86.57/86.53 (P36(f11(f10(f7(f7(x45481,x45481,a1),x45482,a1),x45483,a1),f11(f10(x45482,x45483,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103])). % 86.57/86.53 cnf(4549,plain, % 86.57/86.53 (E(f11(f10(x45491,x45492,a1),x45493,a1),f11(f10(f7(x45491,x45494,a1),x45492,a1),f11(f10(x45494,x45492,a1),x45493,a1),a1))), % 86.57/86.53 inference(rename_variables,[],[2401])). % 86.57/86.53 cnf(4550,plain, % 86.57/86.53 (P19(f11(f10(f7(x45501,x45501,a1),x45502,a1),f10(f11(f7(x45503,x45503,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3866,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123])). % 86.57/86.53 cnf(4551,plain, % 86.57/86.53 (E(x45511,f11(f10(f7(x45512,x45512,a1),x45513,a1),x45511,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4552,plain, % 86.57/86.53 (P61(f11(f10(f7(x45521,x45521,a1),x45522,a1),f10(f11(f7(x45523,x45523,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3846,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3866,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120])). % 86.57/86.53 cnf(4553,plain, % 86.57/86.53 (E(x45531,f11(f10(f7(x45532,x45532,a1),x45533,a1),x45531,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4554,plain, % 86.57/86.53 (P18(f11(f10(f7(x45541,x45541,a1),x45542,a1),f10(f11(f7(x45543,x45543,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3846,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3866,3872,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88])). % 86.57/86.53 cnf(4555,plain, % 86.57/86.53 (E(x45551,f11(f10(f7(x45552,x45552,a1),x45553,a1),x45551,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4556,plain, % 86.57/86.53 (P60(f11(f10(f7(x45561,x45561,a1),x45562,a1),f10(f11(f7(x45563,x45563,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3846,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3866,3869,3872,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89])). % 86.57/86.53 cnf(4557,plain, % 86.57/86.53 (E(x45571,f11(f10(f7(x45572,x45572,a1),x45573,a1),x45571,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4558,plain, % 86.57/86.53 (P30(f11(f10(f7(x45581,x45581,a1),x45582,a1),f10(f11(f7(x45583,x45583,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3846,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3849,3866,3869,3872,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109])). % 86.57/86.53 cnf(4559,plain, % 86.57/86.53 (E(x45591,f11(f10(f7(x45592,x45592,a1),x45593,a1),x45591,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4560,plain, % 86.57/86.53 (P70(f11(f10(f7(x45601,x45601,a1),x45602,a1),f10(f11(f7(x45603,x45603,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,3845,3827,2279,2475,4295,4104,4301,4088,4311,3686,3846,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3849,3866,3869,3872,3889,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129])). % 86.57/86.53 cnf(4561,plain, % 86.57/86.53 (E(x45611,f11(f10(f7(x45612,x45612,a1),x45613,a1),x45611,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4562,plain, % 86.57/86.53 (~E(f13(f5(f4(a1),a1),a1),f9(f3(a1),f5(f4(a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3849,3866,3869,3872,3889,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69])). % 86.57/86.53 cnf(4565,plain, % 86.57/86.53 (P32(f11(f10(f7(x45651,x45651,a1),x45652,a1),f10(f11(f7(x45653,x45653,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3842,3849,3866,3869,3872,3889,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137])). % 86.57/86.53 cnf(4566,plain, % 86.57/86.53 (E(x45661,f11(f10(f7(x45662,x45662,a1),x45663,a1),x45661,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4567,plain, % 86.57/86.53 (P68(f11(f10(f7(x45671,x45671,a1),x45672,a1),f10(f11(f7(x45673,x45673,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3842,3849,3866,3869,3872,3883,3889,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104])). % 86.57/86.53 cnf(4568,plain, % 86.57/86.53 (E(x45681,f11(f10(f7(x45682,x45682,a1),x45683,a1),x45681,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4569,plain, % 86.57/86.53 (P2(f11(f10(f7(x45691,x45691,a1),x45692,a1),f10(f11(f7(x45693,x45693,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3842,3849,3866,3869,3872,3883,3889,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68])). % 86.57/86.53 cnf(4570,plain, % 86.57/86.53 (E(x45701,f11(f10(f7(x45702,x45702,a1),x45703,a1),x45701,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4571,plain, % 86.57/86.53 (P27(f11(f10(f7(x45711,x45711,a1),x45712,a1),f10(f11(f7(x45713,x45713,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3842,3849,3855,3866,3869,3872,3883,3889,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135])). % 86.57/86.53 cnf(4572,plain, % 86.57/86.53 (E(x45721,f11(f10(f7(x45722,x45722,a1),x45723,a1),x45721,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4573,plain, % 86.57/86.53 (P69(f11(f10(f7(x45731,x45731,a1),x45732,a1),f10(f11(f7(x45733,x45733,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3842,3849,3855,3866,3869,3872,3883,3889,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142])). % 86.57/86.53 cnf(4574,plain, % 86.57/86.53 (E(x45741,f11(f10(f7(x45742,x45742,a1),x45743,a1),x45741,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4575,plain, % 86.57/86.53 (P39(f11(f10(f7(x45751,x45751,a1),x45752,a1),f10(f11(f7(x45753,x45753,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3824,3842,3849,3855,3866,3869,3872,3883,3889,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118])). % 86.57/86.53 cnf(4576,plain, % 86.57/86.53 (E(x45761,f11(f10(f7(x45762,x45762,a1),x45763,a1),x45761,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4577,plain, % 86.57/86.53 (P26(f11(f10(f7(x45771,x45771,a1),x45772,a1),f10(f11(f7(x45773,x45773,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3883,3889,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106])). % 86.57/86.53 cnf(4578,plain, % 86.57/86.53 (E(x45781,f11(f10(f7(x45782,x45782,a1),x45783,a1),x45781,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4579,plain, % 86.57/86.53 (P3(f11(f10(f7(x45791,x45791,a1),x45792,a1),f10(f11(f7(x45793,x45793,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3889,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76])). % 86.57/86.53 cnf(4580,plain, % 86.57/86.53 (E(x45801,f11(f10(f7(x45802,x45802,a1),x45803,a1),x45801,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4581,plain, % 86.57/86.53 (P62(f11(f10(f7(f7(x45811,x45811,a1),f7(x45812,x45812,a1),a1),x45813,a1),f11(f10(f7(x45814,x45814,a1),x45815,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1383,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3889,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117])). % 86.57/86.53 cnf(4584,plain, % 86.57/86.53 (P64(f11(f10(f7(x45841,x45841,a1),x45842,a1),f10(f11(f7(x45843,x45843,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1383,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122])). % 86.57/86.53 cnf(4585,plain, % 86.57/86.53 (E(x45851,f11(f10(f7(x45852,x45852,a1),x45853,a1),x45851,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4586,plain, % 86.57/86.53 (P66(f11(f10(f7(x45861,x45861,a1),x45862,a1),f10(f11(f7(x45863,x45863,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1383,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3934,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124])). % 86.57/86.53 cnf(4587,plain, % 86.57/86.53 (E(x45871,f11(f10(f7(x45872,x45872,a1),x45873,a1),x45871,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4588,plain, % 86.57/86.53 (~E(f9(f34(x45881,x45882),f34(x45883,x45884),a1),f13(f9(f11(f34(x45885,x45886),f10(f13(f7(x45887,x45887,a1),a1),f34(x45888,x45889),a1),a1),f34(x45888,x45889),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1383,172,1492,2594,1815,1544,2439,2776,2681,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3934,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74])). % 86.57/86.53 cnf(4590,plain, % 86.57/86.53 (P29(f11(f10(x45901,x45902,a1),f11(f10(f7(f7(x45903,x45903,a1),x45901,a1),x45902,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3934,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86])). % 86.57/86.53 cnf(4594,plain, % 86.57/86.53 (P33(f11(f10(f7(x45941,x45941,a1),x45942,a1),f10(f11(f7(x45943,x45943,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3895,3934,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94])). % 86.57/86.53 cnf(4595,plain, % 86.57/86.53 (E(x45951,f11(f10(f7(x45952,x45952,a1),x45953,a1),x45951,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4596,plain, % 86.57/86.53 (P42(f11(f10(f7(x45961,x45961,a1),x45962,a1),f10(f11(f7(x45963,x45963,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3895,3901,3934,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93])). % 86.57/86.53 cnf(4597,plain, % 86.57/86.53 (E(x45971,f11(f10(f7(x45972,x45972,a1),x45973,a1),x45971,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4598,plain, % 86.57/86.53 (P6(f11(f10(f7(x45981,x45981,a1),x45982,a1),f10(f11(f7(x45983,x45983,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3934,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100])). % 86.57/86.53 cnf(4599,plain, % 86.57/86.53 (E(x45991,f11(f10(f7(x45992,x45992,a1),x45993,a1),x45991,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4600,plain, % 86.57/86.53 (P46(f11(f10(f7(x46001,x46001,a1),x46002,a1),f10(f11(f7(x46003,x46003,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,1268,3406,2310,2401,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139])). % 86.57/86.53 cnf(4601,plain, % 86.57/86.53 (E(x46011,f11(f10(f7(x46012,x46012,a1),x46013,a1),x46011,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4604,plain, % 86.57/86.53 (P5(f11(f10(f7(x46041,x46041,a1),x46042,a1),f10(f11(f7(x46043,x46043,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3855,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87])). % 86.57/86.53 cnf(4605,plain, % 86.57/86.53 (E(x46051,f11(f10(f7(x46052,x46052,a1),x46053,a1),x46051,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4606,plain, % 86.57/86.53 (P48(f11(f10(f7(x46061,x46061,a1),x46062,a1),f10(f11(f7(x46063,x46063,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90])). % 86.57/86.53 cnf(4607,plain, % 86.57/86.53 (E(x46071,f11(f10(f7(x46072,x46072,a1),x46073,a1),x46071,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4608,plain, % 86.57/86.53 (P38(f11(f10(f7(x46081,x46081,a1),x46082,a1),f10(f11(f7(x46083,x46083,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110])). % 86.57/86.53 cnf(4609,plain, % 86.57/86.53 (E(x46091,f11(f10(f7(x46092,x46092,a1),x46093,a1),x46091,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4610,plain, % 86.57/86.53 (P41(f11(f10(f7(x46101,x46101,a1),x46102,a1),f10(f11(f7(x46103,x46103,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84])). % 86.57/86.53 cnf(4611,plain, % 86.57/86.53 (E(x46111,f11(f10(f7(x46112,x46112,a1),x46113,a1),x46111,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4612,plain, % 86.57/86.53 (P59(f11(f10(f7(x46121,x46121,a1),x46122,a1),f10(f11(f7(x46123,x46123,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102])). % 86.57/86.53 cnf(4613,plain, % 86.57/86.53 (E(x46131,f11(f10(f7(x46132,x46132,a1),x46133,a1),x46131,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4614,plain, % 86.57/86.53 (P28(f11(f10(f7(x46141,x46141,a1),x46142,a1),f10(f11(f7(x46143,x46143,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140])). % 86.57/86.53 cnf(4615,plain, % 86.57/86.53 (E(x46151,f11(f10(f7(x46152,x46152,a1),x46153,a1),x46151,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4616,plain, % 86.57/86.53 (P22(f11(f10(f7(x46161,x46161,a1),x46162,a1),f10(f11(f7(x46163,x46163,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127])). % 86.57/86.53 cnf(4617,plain, % 86.57/86.53 (E(x46171,f11(f10(f7(x46172,x46172,a1),x46173,a1),x46171,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4618,plain, % 86.57/86.53 (P24(f11(f10(f7(x46181,x46181,a1),x46182,a1),f10(f11(f7(x46183,x46183,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3931,3934,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92])). % 86.57/86.53 cnf(4619,plain, % 86.57/86.53 (E(x46191,f11(f10(f7(x46192,x46192,a1),x46193,a1),x46191,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4620,plain, % 86.57/86.53 (P65(f11(f10(f7(x46201,x46201,a1),x46202,a1),f10(f11(f7(x46203,x46203,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3931,3934,3940,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115])). % 86.57/86.53 cnf(4621,plain, % 86.57/86.53 (E(x46211,f11(f10(f7(x46212,x46212,a1),x46213,a1),x46211,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4622,plain, % 86.57/86.53 (P63(f11(f10(f7(x46221,x46221,a1),x46222,a1),f10(f11(f7(x46223,x46223,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3926,3931,3934,3940,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126])). % 86.57/86.53 cnf(4623,plain, % 86.57/86.53 (E(x46231,f11(f10(f7(x46232,x46232,a1),x46233,a1),x46231,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4624,plain, % 86.57/86.53 (P8(f7(x46241,x46241,a1),f9(f34(x46242,x46243),f34(x46244,x46245),a1),f11(f10(f7(x46246,x46246,a1),x46247,a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3926,3931,3934,3940,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75])). % 86.57/86.53 cnf(4625,plain, % 86.57/86.53 (E(x46251,f11(f10(f7(x46252,x46252,a1),x46253,a1),x46251,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4626,plain, % 86.57/86.53 (P52(f11(f10(f7(x46261,x46261,a1),x46262,a1),f10(f11(f7(x46263,x46263,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3926,3931,3934,3940,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108])). % 86.57/86.53 cnf(4627,plain, % 86.57/86.53 (E(x46271,f11(f10(f7(x46272,x46272,a1),x46273,a1),x46271,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4628,plain, % 86.57/86.53 (P55(f11(f10(f7(x46281,x46281,a1),x46282,a1),f10(f11(f7(x46283,x46283,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3926,3931,3934,3940,3943,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105])). % 86.57/86.53 cnf(4629,plain, % 86.57/86.53 (E(x46291,f11(f10(f7(x46292,x46292,a1),x46293,a1),x46291,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4630,plain, % 86.57/86.53 (P1(f11(f10(f7(x46301,x46301,a1),x46302,a1),f10(f11(f7(x46303,x46303,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3901,3906,3911,3914,3920,3926,3931,3934,3940,3943,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67])). % 86.57/86.53 cnf(4631,plain, % 86.57/86.53 (E(x46311,f11(f10(f7(x46312,x46312,a1),x46313,a1),x46311,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4632,plain, % 86.57/86.53 (P17(f11(f10(f7(x46321,x46321,a1),x46322,a1),f10(f11(f7(x46323,x46323,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3920,3926,3931,3934,3940,3943,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131])). % 86.57/86.53 cnf(4633,plain, % 86.57/86.53 (E(x46331,f11(f10(f7(x46332,x46332,a1),x46333,a1),x46331,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4635,plain, % 86.57/86.53 (~P8(f9(f11(f34(x46351,x46352),f10(x46353,f34(x46354,x46355),a1),a1),f34(x46354,x46355),a1),x46353,a1)), % 86.57/86.53 inference(rename_variables,[],[2149])). % 86.57/86.53 cnf(4636,plain, % 86.57/86.53 (P47(f11(f10(f7(x46361,x46361,a1),x46362,a1),f10(f11(f7(x46363,x46363,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3920,3926,3931,3934,3937,3940,3943,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72])). % 86.57/86.53 cnf(4637,plain, % 86.57/86.53 (E(x46371,f11(f10(f7(x46372,x46372,a1),x46373,a1),x46371,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4638,plain, % 86.57/86.53 (P43(f11(f10(f7(x46381,x46381,a1),x46382,a1),f10(f11(f7(x46383,x46383,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3926,3931,3934,3937,3940,3943,3946,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98])). % 86.57/86.53 cnf(4639,plain, % 86.57/86.53 (E(x46391,f11(f10(f7(x46392,x46392,a1),x46393,a1),x46391,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4640,plain, % 86.57/86.53 (P34(f11(f10(f7(x46401,x46401,a1),x46402,a1),f10(f11(f7(x46403,x46403,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3926,3931,3934,3937,3940,3943,3946,3958,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96])). % 86.57/86.53 cnf(4641,plain, % 86.57/86.53 (E(x46411,f11(f10(f7(x46412,x46412,a1),x46413,a1),x46411,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4642,plain, % 86.57/86.53 (P53(f11(f10(f7(x46421,x46421,a1),x46422,a1),f10(f11(f7(x46423,x46423,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3926,3931,3934,3937,3940,3943,3946,3958,3979,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134])). % 86.57/86.53 cnf(4643,plain, % 86.57/86.53 (E(x46431,f11(f10(f7(x46432,x46432,a1),x46433,a1),x46431,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4644,plain, % 86.57/86.53 (P13(f11(f10(f7(x46441,x46441,a1),x46442,a1),f10(f11(f7(x46443,x46443,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97])). % 86.57/86.53 cnf(4645,plain, % 86.57/86.53 (E(x46451,f11(f10(f7(x46452,x46452,a1),x46453,a1),x46451,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4646,plain, % 86.57/86.53 (P25(f11(f10(f7(x46461,x46461,a1),x46462,a1),f10(f11(f7(x46463,x46463,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99])). % 86.57/86.53 cnf(4647,plain, % 86.57/86.53 (E(x46471,f11(f10(f7(x46472,x46472,a1),x46473,a1),x46471,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4648,plain, % 86.57/86.53 (P56(f11(f10(f7(x46481,x46481,a1),x46482,a1),f10(f11(f7(x46483,x46483,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3990,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125])). % 86.57/86.53 cnf(4649,plain, % 86.57/86.53 (E(x46491,f11(f10(f7(x46492,x46492,a1),x46493,a1),x46491,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4650,plain, % 86.57/86.53 (P37(f11(f10(f7(x46501,x46501,a1),x46502,a1),f10(f11(f7(x46503,x46503,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3990,4002,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130])). % 86.57/86.53 cnf(4651,plain, % 86.57/86.53 (E(x46511,f11(f10(f7(x46512,x46512,a1),x46513,a1),x46511,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4652,plain, % 86.57/86.53 (P23(f11(f10(f7(x46521,x46521,a1),x46522,a1),f10(f11(f7(x46523,x46523,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3990,4002,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80])). % 86.57/86.53 cnf(4653,plain, % 86.57/86.53 (E(x46531,f11(f10(f7(x46532,x46532,a1),x46533,a1),x46531,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4654,plain, % 86.57/86.53 (P44(f11(f10(f7(x46541,x46541,a1),x46542,a1),f10(f11(f7(x46543,x46543,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3990,4002,4008,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111])). % 86.57/86.53 cnf(4655,plain, % 86.57/86.53 (E(x46551,f11(f10(f7(x46552,x46552,a1),x46553,a1),x46551,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4656,plain, % 86.57/86.53 (P9(f3(a1),f11(f4(a1),f5(x46561,a1),a1),f11(f10(f7(x46562,x46562,a1),x46563,a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3990,4002,4008,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71])). % 86.57/86.53 cnf(4657,plain, % 86.57/86.53 (E(x46571,f11(f10(f7(x46572,x46572,a1),x46573,a1),x46571,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4658,plain, % 86.57/86.53 (P4(f11(f10(f7(x46581,x46581,a1),x46582,a1),f10(f11(f7(x46583,x46583,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3990,4002,4008,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78])). % 86.57/86.53 cnf(4659,plain, % 86.57/86.53 (E(x46591,f11(f10(f7(x46592,x46592,a1),x46593,a1),x46591,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4660,plain, % 86.57/86.53 (P58(f11(f10(f7(x46601,x46601,a1),x46602,a1),f10(f11(f7(x46603,x46603,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3990,4002,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95])). % 86.57/86.53 cnf(4661,plain, % 86.57/86.53 (E(x46611,f11(f10(f7(x46612,x46612,a1),x46613,a1),x46611,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4662,plain, % 86.57/86.53 (P45(f11(f10(f7(x46621,x46621,a1),x46622,a1),f10(f11(f7(x46623,x46623,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3979,3982,3987,3990,4002,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128])). % 86.57/86.53 cnf(4663,plain, % 86.57/86.53 (E(x46631,f11(f10(f7(x46632,x46632,a1),x46633,a1),x46631,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4664,plain, % 86.57/86.53 (P15(f11(f10(f7(x46641,x46641,a1),x46642,a1),f10(f11(f7(x46643,x46643,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3979,3982,3987,3990,4002,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112])). % 86.57/86.53 cnf(4665,plain, % 86.57/86.53 (E(x46651,f11(f10(f7(x46652,x46652,a1),x46653,a1),x46651,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4666,plain, % 86.57/86.53 (P7(f11(f10(f7(x46661,x46661,a1),x46662,a1),f10(f11(f7(x46663,x46663,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3976,3979,3982,3987,3990,4002,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138])). % 86.57/86.53 cnf(4667,plain, % 86.57/86.53 (E(x46671,f11(f10(f7(x46672,x46672,a1),x46673,a1),x46671,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4668,plain, % 86.57/86.53 (P21(f11(f10(f7(x46681,x46681,a1),x46682,a1),f10(f11(f7(x46683,x46683,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,4002,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141])). % 86.57/86.53 cnf(4669,plain, % 86.57/86.53 (E(x46691,f11(f10(f7(x46692,x46692,a1),x46693,a1),x46691,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4670,plain, % 86.57/86.53 (P16(f11(f10(f7(x46701,x46701,a1),x46702,a1),f10(f11(f7(x46703,x46703,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,4002,4005,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136])). % 86.57/86.53 cnf(4671,plain, % 86.57/86.53 (E(x46711,f11(f10(f7(x46712,x46712,a1),x46713,a1),x46711,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4672,plain, % 86.57/86.53 (P31(f11(f10(f7(x46721,x46721,a1),x46722,a1),f10(f11(f7(x46723,x46723,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,4002,4005,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101])). % 86.57/86.53 cnf(4673,plain, % 86.57/86.53 (E(x46731,f11(f10(f7(x46732,x46732,a1),x46733,a1),x46731,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4674,plain, % 86.57/86.53 (P40(f11(f10(f7(x46741,x46741,a1),x46742,a1),f10(f11(f7(x46743,x46743,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3999,4002,4005,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77])). % 86.57/86.53 cnf(4675,plain, % 86.57/86.53 (E(x46751,f11(f10(f7(x46752,x46752,a1),x46753,a1),x46751,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4676,plain, % 86.57/86.53 (P54(f11(f10(f7(x46761,x46761,a1),x46762,a1),f10(f11(f7(x46763,x46763,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119])). % 86.57/86.53 cnf(4677,plain, % 86.57/86.53 (E(x46771,f11(f10(f7(x46772,x46772,a1),x46773,a1),x46771,a1))), % 86.57/86.53 inference(rename_variables,[],[1680])). % 86.57/86.53 cnf(4678,plain, % 86.57/86.53 (P50(f11(f10(f7(x46781,x46781,a1),x46782,a1),f10(f11(f7(x46783,x46783,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,1392,3350,2319,2932,2560,1686,2564,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,3400,2355,150,187,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,151,3839,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107])). % 86.57/86.53 cnf(4681,plain, % 86.57/86.53 (~P8(f10(f11(f34(x46811,x46812),f9(x46813,f34(x46814,x46815),a1),a1),f34(x46814,x46815),a1),x46813,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4686,plain, % 86.57/86.53 (~P8(f9(f10(f9(f11(f34(x46861,x46862),f10(x46863,f34(x46864,x46865),a1),a1),f34(x46864,x46865),a1),f34(x46866,x46867),a1),f34(x46866,x46867),a1),x46863,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1755,2492,2720,2149,2444,3121,3702,3881,4218,2527,4025,1889,251,4494,247,173,1381,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,4519,1392,3350,2319,2932,2560,1686,2564,2812,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,3845,3827,2279,2475,4295,4104,4301,3269,4088,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4192,4319,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,150,187,179,159,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,151,3839,205,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955])). % 86.57/86.53 cnf(4691,plain, % 86.57/86.53 (~P9(f9(f9(f11(f34(x46911,x46912),f10(f10(x46913,f34(x46914,x46915),a1),f34(x46916,x46917),a1),a1),f34(x46916,x46917),a1),f34(x46914,x46915),a1),x46913,a1)), % 86.57/86.53 inference(rename_variables,[],[2981])). % 86.57/86.53 cnf(4696,plain, % 86.57/86.53 (~P8(f11(f4(a1),f5(x46961,a1),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,1767,1755,2492,2720,2149,2444,3121,3088,3702,3881,4218,2527,4025,2981,1889,251,4494,247,173,1381,1316,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,4519,1392,3350,2319,2932,2560,1686,2564,2812,1777,1268,3406,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4192,4319,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,187,179,159,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,192,151,3839,205,152,169,174,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847])). % 86.57/86.53 cnf(4701,plain, % 86.57/86.53 (P8(f11(f10(f7(x47011,x47011,a1),x47012,a1),x47013,a1),x47013,a1)), % 86.57/86.53 inference(rename_variables,[],[1889])). % 86.57/86.53 cnf(4706,plain, % 86.57/86.53 (~P8(f9(f11(f34(x47061,x47062),f10(x47063,f11(f4(a1),f5(x47064,a1),a1),a1),a1),f11(f4(a1),f5(x47064,a1),a1),a1),x47063,a1)), % 86.57/86.53 inference(rename_variables,[],[4218])). % 86.57/86.53 cnf(4727,plain, % 86.57/86.53 (P8(x47271,f9(f9(f11(f34(x47272,x47273),f10(f10(x47271,f34(x47274,x47275),a1),f34(x47276,x47277),a1),a1),f34(x47276,x47277),a1),f34(x47274,x47275),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4734,plain, % 86.57/86.53 (~E(f10(f12(f5(f4(a1),a1),a1),f12(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,4218,3659,3065,2527,4025,3118,2981,1889,4402,251,4494,247,257,173,1381,1316,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,4519,1392,3350,2319,2932,2560,1686,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,1519,3075,3141,2729,4352,4375,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479])). % 86.57/86.53 cnf(4739,plain, % 86.57/86.53 (~P9(f11(f34(x47391,x47392),f11(f11(f4(a1),f5(x47393,a1),a1),x47394,a1),a1),x47394,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,3645,4218,3659,3065,2527,4025,3118,2981,1889,4402,251,4494,247,257,173,1381,1316,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,4519,1392,3350,2319,2932,2560,1686,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938])). % 86.57/86.53 cnf(4742,plain, % 86.57/86.53 (~P9(f11(f34(x47421,x47422),f10(f10(f9(f9(x47423,f34(x47424,x47425),a1),f34(x47426,x47427),a1),f34(x47426,x47427),a1),f34(x47424,x47425),a1),a1),x47423,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,3645,4218,3659,3065,2527,4025,3118,2981,1889,4402,251,4494,247,257,173,1381,1316,1383,172,1492,2594,1815,1544,2439,2776,2681,1841,1684,2120,4339,4364,4405,4420,4450,4491,4519,1392,3350,2319,2932,2560,1686,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3784,4067,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959])). % 86.57/86.53 cnf(4743,plain, % 86.57/86.53 (~P9(f9(f11(f34(x47431,x47432),f10(f10(f9(x47433,f34(x47434,x47435),a1),f34(x47434,x47435),a1),f34(x47436,x47437),a1),a1),f34(x47436,x47437),a1),x47433,a1)), % 86.57/86.53 inference(rename_variables,[],[4067])). % 86.57/86.53 cnf(4753,plain, % 86.57/86.53 (~P8(f10(f11(f34(x47531,x47532),f9(x47533,f34(x47534,x47535),a1),a1),f34(x47534,x47535),a1),x47533,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4758,plain, % 86.57/86.53 (~P8(f10(f11(f34(x47581,x47582),f9(x47583,f34(x47584,x47585),a1),a1),f34(x47584,x47585),a1),x47583,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4762,plain, % 86.57/86.53 (P9(f13(f5(f4(a1),a1),a1),f5(f5(f4(a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,3645,4218,3659,3065,2527,4025,3118,2981,1889,4402,251,4494,247,1240,257,2207,173,1381,1316,1383,172,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,1506,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,1392,3350,2319,2932,2560,1686,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,4067,4743,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709])). % 86.57/86.53 cnf(4765,plain, % 86.57/86.53 (~P9(x47651,x47651,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(4767,plain, % 86.57/86.53 (~P9(x47671,f10(f9(f10(f9(x47671,f11(f4(a1),f5(x47672,a1),a1),a1),f34(x47673,x47674),a1),f34(x47673,x47674),a1),f11(f4(a1),f5(x47672,a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,3645,4218,3659,3065,2527,4025,3118,2981,1889,4402,251,4494,247,1240,257,2207,265,173,1381,1316,1383,172,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,1392,3350,2319,2932,2560,1686,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,4067,4743,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995])). % 86.57/86.53 cnf(4771,plain, % 86.57/86.53 (~P8(f10(f11(f34(x47711,x47712),f9(x47713,f34(x47714,x47715),a1),a1),f34(x47714,x47715),a1),x47713,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4777,plain, % 86.57/86.53 (~P9(x47771,f9(f10(f9(f10(x47771,f11(f4(a1),f5(x47772,a1),a1),a1),f11(f4(a1),f5(x47772,a1),a1),a1),f34(x47773,x47774),a1),f34(x47773,x47774),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,3645,4218,3659,3065,2527,4025,3118,2981,1889,4402,251,4494,247,1240,257,2207,265,173,1381,1316,1383,1448,172,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,1392,3350,2319,2932,2560,1686,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,4067,4743,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961])). % 86.57/86.53 cnf(4780,plain, % 86.57/86.53 (~P9(f9(f9(f11(f34(x47801,x47802),f10(f10(x47803,f34(x47804,x47805),a1),f34(x47806,x47807),a1),a1),f34(x47806,x47807),a1),f34(x47804,x47805),a1),x47803,a1)), % 86.57/86.53 inference(rename_variables,[],[2981])). % 86.57/86.53 cnf(4784,plain, % 86.57/86.53 (P8(x47841,f5(x47841,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1767])). % 86.57/86.53 cnf(4789,plain, % 86.57/86.53 (~P8(f3(a1),f10(f13(f5(f4(a1),a1),a1),f10(f34(x47891,x47892),f34(x47891,x47892),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,3645,4218,3659,3065,2527,4025,3118,2981,4691,1889,4402,4701,251,4494,247,1240,257,2207,265,173,1381,1316,1383,1448,172,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,1392,3350,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,4067,4743,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874])). % 86.57/86.53 cnf(4791,plain, % 86.57/86.53 (~P8(f4(a1),f8(f9(f13(f5(f4(a1),a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,3645,4218,3659,3065,2527,4025,3118,2981,4691,1889,4402,4701,251,4494,247,1240,257,2207,265,173,1381,1316,1383,1448,172,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,1392,3350,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,4067,4743,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678])). % 86.57/86.53 cnf(4793,plain, % 86.57/86.53 (~P8(f11(f34(x47931,x47932),f10(f3(a1),f11(f4(a1),f5(x47933,a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,1889,4402,4701,251,4494,247,1240,257,2207,265,173,1381,1316,1383,1448,172,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,1392,3350,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,4067,4743,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851])). % 86.57/86.53 cnf(4797,plain, % 86.57/86.53 (~P9(x47971,x47971,f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1577])). % 86.57/86.53 cnf(4799,plain, % 86.57/86.53 (~E(f11(x47991,f11(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x47991)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,1767,1755,2492,4372,2720,2149,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,1889,4402,4701,251,4494,247,1240,257,2207,265,173,1381,1316,1577,1383,1448,172,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,1392,3350,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2380,3845,3827,2279,2475,4295,4104,4301,3269,4088,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,4067,4743,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2355,243,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,192,151,3839,205,152,169,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473])). % 86.57/86.53 cnf(4814,plain, % 86.57/86.53 (~P9(f11(f5(x48141,a1),f4(a1),a1),x48141,a1)), % 86.57/86.53 inference(rename_variables,[],[268])). % 86.57/86.53 cnf(4824,plain, % 86.57/86.53 (P8(x48241,f9(f9(f11(f34(x48242,x48243),f10(f10(x48241,f34(x48244,x48245),a1),f34(x48246,x48247),a1),a1),f34(x48246,x48247),a1),f34(x48244,x48245),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4837,plain, % 86.57/86.53 (~P8(f10(f11(f34(x48371,x48372),f9(x48373,f34(x48374,x48375),a1),a1),f34(x48374,x48375),a1),x48373,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4842,plain, % 86.57/86.53 (E(f3(f10(f4(a1),a1,a1)),f5(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)))), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,1767,4784,1755,2492,4372,2720,2149,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,173,1381,1316,1577,1383,1448,172,1312,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,268,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,1400,1392,3350,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,4326,2380,3845,3827,2279,3331,2475,4295,4104,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,4067,4743,4192,4357,4319,3023,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2714,2355,2942,243,193,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,192,151,3839,205,152,169,174,214,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607])). % 86.57/86.53 cnf(4843,plain, % 86.57/86.53 (P8(x48431,f5(x48431,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1767])). % 86.57/86.53 cnf(4850,plain, % 86.57/86.53 (~P8(f11(f34(x48501,x48502),f10(f10(f9(f9(x48503,f34(x48504,x48505),a1),f34(x48506,x48507),a1),f34(x48506,x48507),a1),f34(x48504,x48505),a1),a1),x48503,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,1767,4784,1755,2492,4372,2720,2149,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,173,1381,1316,1577,1383,1448,172,1312,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,268,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,1400,1392,3350,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,4326,2380,3845,3827,2279,3331,2475,4295,4104,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2714,2355,2942,243,193,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,192,151,3839,205,152,169,174,214,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967])). % 86.57/86.53 cnf(4851,plain, % 86.57/86.53 (~P8(f9(f11(f34(x48511,x48512),f10(f10(f9(x48513,f34(x48514,x48515),a1),f34(x48514,x48515),a1),f34(x48516,x48517),a1),a1),f34(x48516,x48517),a1),x48513,a1)), % 86.57/86.53 inference(rename_variables,[],[3479])). % 86.57/86.53 cnf(4863,plain, % 86.57/86.53 (~P8(f10(f11(f34(x48631,x48632),f9(x48633,f34(x48634,x48635),a1),a1),f34(x48634,x48635),a1),x48633,a1)), % 86.57/86.53 inference(rename_variables,[],[2120])). % 86.57/86.53 cnf(4866,plain, % 86.57/86.53 (~P9(f10(f11(f3(a1),f3(a1),a1),x48661,a1),f10(f11(f3(a1),f3(a1),a1),x48662,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2740])). % 86.57/86.53 cnf(4870,plain, % 86.57/86.53 (P8(f3(a1),f14(f5(f4(a1),a1)),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,1767,4784,1755,2492,4372,2720,2149,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,173,1381,1316,1577,1383,1448,172,2740,1312,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,268,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,4326,2380,3845,3827,2279,3331,2475,4295,4104,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3787,3694,2339,2953,3400,2714,2355,2942,243,1534,193,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,192,151,3839,205,152,169,174,214,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896])). % 86.57/86.53 cnf(4882,plain, % 86.57/86.53 (~P8(f9(f13(f3(a1),a1),f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,1767,4784,1755,2492,4372,2720,2149,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,173,1381,1316,1577,1383,1448,172,2740,1312,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,268,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,243,1534,193,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,192,151,3839,205,152,169,174,214,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997])). % 86.57/86.53 cnf(4886,plain, % 86.57/86.53 (P8(x48861,f5(x48861,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1767])). % 86.57/86.53 cnf(4895,plain, % 86.57/86.53 (~P9(f9(f10(f11(f3(a1),f3(a1),a1),x48951,a1),f11(f4(a1),f5(x48952,a1),a1),a1),f11(f3(a1),f3(a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,1767,4784,4843,1755,2492,4372,2720,2149,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,173,1381,1316,1577,1383,1448,172,2740,4866,1312,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,268,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2323,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,1314,243,1534,193,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,1345,192,151,3839,205,152,169,174,214,216,196,146,160,182,162,222,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997,819,1001,893,898,999])). % 86.57/86.53 cnf(4898,plain, % 86.57/86.53 (~P8(f11(f5(f11(f11(f4(a1),f5(x48981,a1),a1),x48982,a1),a1),f4(a1),a1),x48982,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,1767,4784,4843,1755,2492,4372,2720,2149,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,173,1381,1316,1577,1383,1448,172,2740,4866,1312,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,268,4814,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,2812,1777,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2323,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,1314,243,1534,193,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,1345,192,151,3839,205,152,169,174,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997,819,1001,893,898,999,818])). % 86.57/86.53 cnf(4902,plain, % 86.57/86.53 (P8(x49021,f9(f9(f11(f34(x49022,x49023),f10(f10(x49021,f34(x49024,x49025),a1),f34(x49026,x49027),a1),a1),f34(x49026,x49027),a1),f34(x49024,x49025),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[2991])). % 86.57/86.53 cnf(4909,plain, % 86.57/86.53 (~P9(x49091,x49091,f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1577])). % 86.57/86.53 cnf(4911,plain, % 86.57/86.53 (~P8(f9(f11(f34(x49111,x49112),f10(f3(a1),f34(x49113,x49114),a1),a1),f34(x49113,x49114),a1),f9(x49115,f11(f11(f3(a1),f3(a1),a1),f11(f3(a1),f3(a1),a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,4824,4902,1767,4784,4843,1755,2492,4372,2720,2149,4635,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,173,1381,1316,1577,4797,1383,1448,172,2740,4866,1312,1492,2594,1815,3126,1544,2439,2776,2681,1999,1841,1684,1233,268,4814,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,2812,1777,1745,1268,4367,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2529,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2323,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,1314,243,1534,193,1303,1304,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,1345,192,151,3839,205,152,169,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997,819,1001,893,898,999,818,1067,1043,882,940])). % 86.57/86.53 cnf(4912,plain, % 86.57/86.53 (~P8(f9(f11(f34(x49121,x49122),f10(x49123,f34(x49124,x49125),a1),a1),f34(x49124,x49125),a1),x49123,a1)), % 86.57/86.53 inference(rename_variables,[],[2149])). % 86.57/86.53 cnf(4915,plain, % 86.57/86.53 (~P9(x49151,x49151,f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1577])). % 86.57/86.53 cnf(4916,plain, % 86.57/86.53 (P8(x49161,f5(x49161,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(rename_variables,[],[1767])). % 86.57/86.53 cnf(4919,plain, % 86.57/86.53 (~P9(f3(a1),f9(x49191,f14(f3(a1)),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1544])). % 86.57/86.53 cnf(4920,plain, % 86.57/86.53 (~P9(f9(f3(a1),x49201,a1),f3(a1),a1)), % 86.57/86.53 inference(rename_variables,[],[1512])). % 86.57/86.53 cnf(4926,plain, % 86.57/86.53 (P8(f3(f10(f4(a1),a1,a1)),f5(f9(x49261,f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,4824,4902,1767,4784,4843,4886,4916,1755,2492,4372,2720,2149,4635,4912,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,173,1381,1316,1577,4797,4909,4915,1383,1448,172,2740,4866,1312,1492,2594,1815,3126,1544,1503,2439,2776,2681,1999,1841,1684,1233,268,4814,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,1509,2812,1777,1745,1268,4367,1512,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2529,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2323,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,1314,243,1534,193,1303,1304,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,1345,192,151,3839,205,152,169,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997,819,1001,893,898,999,818,1067,1043,882,940,883,941,881,942])). % 86.57/86.53 cnf(4932,plain, % 86.57/86.53 (~P9(x49321,x49321,a1)), % 86.57/86.53 inference(rename_variables,[],[265])). % 86.57/86.53 cnf(4938,plain, % 86.57/86.53 (~P9(x49381,x49381,f11(f10(f7(f7(x49382,x49382,a1),x49383,a1),x49384,a1),f11(f10(x49383,x49384,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,4824,4902,1767,4784,4843,4886,4916,1755,2492,4372,2720,2149,4635,4912,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,4765,173,1381,1316,1577,4797,4909,4915,1383,1448,172,2740,4866,1312,1492,2594,1815,3126,1544,4919,1503,2439,2776,2681,1999,1841,1684,1233,268,4814,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,1509,2812,1777,2024,1745,1268,4367,1512,4920,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2529,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2323,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,1314,243,1534,193,1303,1304,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,1345,192,151,3839,205,152,169,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997,819,1001,893,898,999,818,1067,1043,882,940,883,941,881,942,884,943,449])). % 86.57/86.53 cnf(4948,plain, % 86.57/86.53 (~P8(f10(f11(f34(x49481,x49482),f9(f13(f13(x49483,a1),a1),f34(x49484,x49485),a1),a1),f34(x49484,x49485),a1),x49483,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,4824,4902,1767,4784,4843,4886,4916,1755,2492,4372,2720,2149,4635,4912,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,4765,173,1381,1316,1577,4797,4909,4915,1383,1448,172,2740,4866,1312,1492,2594,1815,3126,1544,4919,1503,2439,2776,2681,1999,1841,1684,1233,268,4814,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,1509,2812,1777,2024,1745,1268,4367,1512,4920,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2529,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2323,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,1314,243,1534,193,1303,1304,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,1345,192,151,3839,205,152,169,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997,819,1001,893,898,999,818,1067,1043,882,940,883,941,881,942,884,943,449,580,1122,825,624,654])). % 86.57/86.53 cnf(4952,plain, % 86.57/86.53 (~P8(f10(f11(f34(x49521,x49522),f9(f11(f11(x49523,x49524,a1),f5(x49524,a1),a1),f34(x49525,x49526),a1),a1),f34(x49525,x49526),a1),x49523,a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,4824,4902,1767,4784,4843,4886,4916,1755,2492,4372,2720,2149,4635,4912,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,4765,173,1381,1316,1577,4797,4909,4915,1383,1448,172,2740,4866,1312,1492,2594,1815,3126,1544,4919,1503,2439,2776,2681,1999,1841,1684,1233,268,4814,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,1509,2812,1777,2024,1745,1268,4367,1512,4920,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2529,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2323,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,1314,243,1534,193,1303,1304,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,1345,192,151,3839,205,264,152,169,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997,819,1001,893,898,999,818,1067,1043,882,940,883,941,881,942,884,943,449,580,1122,825,624,654,349,821])). % 86.57/86.53 cnf(4959,plain, % 86.57/86.53 (~P5(f27(a2))+~P8(f11(f34(x49591,x49592),f9(f13(f13(f3(a1),a1),a1),f34(x49593,x49594),a1),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[3632,2991,4727,4824,4902,1767,4784,4843,4886,4916,1755,2492,4372,2720,2149,4635,4912,2444,3121,3088,3949,3702,3956,3881,3645,4218,4706,3659,3065,2527,4025,3118,2981,4691,4780,1889,4402,4701,251,4494,247,1219,156,1240,257,2207,265,4765,4932,173,1381,1316,1577,4797,4909,4915,1383,1448,172,2740,4866,1312,1492,2594,1815,3126,1544,4919,1503,2439,2776,2681,1999,1841,1684,1233,268,4814,1506,1524,2120,4339,4364,4405,4420,4450,4491,4519,4681,4753,4758,4771,4837,4863,1400,1392,3350,1579,2319,2932,2560,1686,2169,2564,1509,2812,1777,2024,1745,1268,4367,1512,4920,3406,3578,2310,2401,4549,2098,2130,1519,3075,3141,2529,2729,4352,4375,2785,3047,1680,4524,4533,4537,4543,4545,4547,4551,4553,4555,4557,4559,4561,4566,4568,4570,4572,4574,4576,4578,4580,4585,4587,4595,4597,4599,4601,4605,4607,4609,4611,4613,4615,4617,4619,4621,4623,4625,4627,4629,4631,4633,4637,4639,4641,4643,4645,4647,4649,4651,4653,4655,4657,4659,4661,4663,4665,4667,4669,4671,4673,4675,4677,1307,2323,4326,2380,3845,3827,2279,3331,2475,4295,4104,3131,4301,3269,4088,3080,3779,4311,3686,3846,3858,3951,3961,3964,3967,3996,3954,3929,3832,3798,3784,3479,4851,4067,4743,4192,4357,4319,3023,2177,4234,4169,4161,4197,1289,4305,3713,4101,3768,3787,3694,2339,2953,3400,2714,2355,2942,1314,243,1534,193,1303,1304,150,190,187,179,159,144,143,2236,3809,3806,3811,3815,3821,3824,3829,3842,3849,3852,3855,3861,3866,3869,3872,3875,3878,3883,3886,3889,3892,3895,3898,3901,3906,3911,3914,3917,3920,3923,3926,3931,3934,3937,3940,3943,3946,3958,3970,3973,3976,3979,3982,3987,3990,3993,3999,4002,4005,4008,4011,4014,3904,1342,1340,1336,1345,192,151,3839,205,206,264,152,209,169,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,514,471,556,557,554,271,462,809,559,395,552,555,558,577,270,14,2,736,486,822,659,820,529,655,901,693,791,497,1107,1025,793,1128,637,528,340,475,826,660,799,1106,488,688,622,527,468,683,658,823,661,795,1124,346,1126,347,662,517,638,722,397,758,1125,1123,969,912,628,723,691,811,487,686,827,792,461,345,657,639,79,970,689,685,83,344,114,348,70,81,82,121,91,103,123,120,88,89,109,129,69,137,104,68,135,142,118,106,76,117,122,124,74,86,3,94,93,100,139,85,87,90,110,84,102,140,127,92,115,126,75,108,105,67,131,73,72,98,96,134,97,99,125,130,80,111,71,78,95,128,112,138,141,136,101,77,119,107,876,877,955,672,774,706,847,705,1041,987,994,677,540,841,1042,674,935,1039,708,479,711,938,959,861,356,1040,673,1014,875,1015,709,993,995,873,975,680,961,707,937,936,874,678,851,710,473,534,1013,1022,671,909,810,1012,676,864,747,974,1038,910,1021,478,675,712,607,992,679,967,870,886,892,887,885,1003,891,896,900,888,894,897,997,819,1001,893,898,999,818,1067,1043,882,940,883,941,881,942,884,943,449,580,1122,825,624,654,349,821,506,757,859])). % 86.57/86.53 cnf(4971,plain, % 86.57/86.53 (~P8(f11(f11(f34(x49711,x49712),f11(x49713,f5(x49714,a1),a1),a1),x49714,a1),x49713,a1)), % 86.57/86.53 inference(rename_variables,[],[1686])). % 86.57/86.53 cnf(4976,plain, % 86.57/86.53 (~P9(f11(f3(a1),x49761,a1),x49761,a1)), % 86.57/86.53 inference(rename_variables,[],[1483])). % 86.57/86.53 cnf(4978,plain, % 86.57/86.53 (~P9(f9(f13(f3(a1),a1),f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[4882,1483,1581,1686,553,556,554,514])). % 86.57/86.53 cnf(4982,plain, % 86.57/86.53 (P8(f13(f5(f4(a1),a1),a1),f9(f13(f3(a1),a1),f5(f4(a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[4882,1483,1581,1686,4791,553,556,554,514,557,471])). % 86.57/86.53 cnf(4986,plain, % 86.57/86.53 (~E(f14(f11(f4(a1),f5(f4(a1),a1),a1)),f4(a1))), % 86.57/86.53 inference(scs_inference,[],[4882,1483,1581,1686,3384,4791,4514,553,556,554,514,557,471,462,271])). % 86.57/86.53 cnf(4987,plain, % 86.57/86.53 (~E(f11(x49871,f5(f4(a1),a1),a1),x49871)), % 86.57/86.53 inference(rename_variables,[],[3384])). % 86.57/86.53 cnf(4990,plain, % 86.57/86.53 (~P9(f11(f3(a1),x49901,a1),x49901,a1)), % 86.57/86.53 inference(rename_variables,[],[1483])). % 86.57/86.53 cnf(4995,plain, % 86.57/86.53 (~P8(f11(f34(x49951,x49952),x49953,a1),f11(f10(f7(x49954,x49954,a1),x49955,a1),x49953,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[4882,1483,4976,1581,1686,4141,3384,2333,4791,4514,553,556,554,514,557,471,462,271,395,559,809])). % 86.57/86.53 cnf(5003,plain, % 86.57/86.53 (~P9(f11(f5(f11(f34(x50031,x50032),x50033,a1),a1),f4(a1),a1),x50033,a1)), % 86.57/86.53 inference(rename_variables,[],[3422])). % 86.57/86.53 cnf(5009,plain, % 86.57/86.53 (P8(x50091,f9(f11(f34(x50092,x50093),f10(x50091,f11(f4(a1),f5(x50094,a1),a1),a1),a1),f11(f4(a1),f5(x50094,a1),a1),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[4343])). % 86.57/86.53 cnf(5011,plain, % 86.57/86.53 (~E(f13(f5(f4(a1),a1),a1),f10(f7(x50111,x50111,a1),x50112,a1))), % 86.57/86.53 inference(scs_inference,[],[4343,4882,1281,1483,4976,1581,1390,1686,3422,4141,3384,4987,2333,4410,4791,4514,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14])). % 86.57/86.53 cnf(5019,plain, % 86.57/86.53 (~P8(x50191,f13(f10(f11(f34(x50192,x50193),f9(f13(x50191,a1),f34(x50194,x50195),a1),a1),f34(x50194,x50195),a1),a1),a1)), % 86.57/86.53 inference(rename_variables,[],[4449])). % 86.57/86.53 cnf(5023,plain, % 86.57/86.53 (~P8(f10(f10(f9(f9(f11(f34(x50231,x50232),x50233,a1),f34(x50234,x50235),a1),f34(x50236,x50237),a1),f34(x50236,x50237),a1),f34(x50234,x50235),a1),x50233,a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,4588,4882,251,1281,1483,4976,1581,1390,1686,3422,4141,3384,4987,2333,4842,3052,4410,4850,4449,4791,4514,150,187,159,157,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822])). % 86.57/86.53 cnf(5024,plain, % 86.57/86.53 (~P8(f11(f34(x50241,x50242),f10(f10(f9(f9(x50243,f34(x50244,x50245),a1),f34(x50246,x50247),a1),f34(x50246,x50247),a1),f34(x50244,x50245),a1),a1),x50243,a1)), % 86.57/86.53 inference(rename_variables,[],[4850])). % 86.57/86.53 cnf(5039,plain, % 86.57/86.53 (~P9(f3(a1),f9(f9(f11(f34(x50391,x50392),f10(f3(a1),f34(x50393,x50394),a1),a1),f34(x50393,x50394),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,2492,4588,4882,251,2399,173,1281,1483,4976,2853,1581,1390,1686,3422,3510,4141,3384,4987,2333,4842,3052,4410,4850,4449,4898,4791,4514,150,187,159,162,157,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528])). % 86.57/86.53 cnf(5044,plain, % 86.57/86.53 (~P9(f11(f3(a1),x50441,a1),x50441,a1)), % 86.57/86.53 inference(rename_variables,[],[1483])). % 86.57/86.53 cnf(5049,plain, % 86.57/86.53 (P8(f3(a1),f10(x50491,x50491,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[4525])). % 86.57/86.53 cnf(5052,plain, % 86.57/86.53 (~P9(f11(f3(a1),x50521,a1),x50521,a1)), % 86.57/86.53 inference(rename_variables,[],[1483])). % 86.57/86.53 cnf(5054,plain, % 86.57/86.53 (P8(x50541,f9(f11(f34(x50542,x50543),f10(f5(f5(x50541,a1),a1),f34(x50544,x50545),a1),a1),f34(x50544,x50545),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4525,251,2399,173,1281,1483,4976,4990,5044,2853,1581,1390,1686,3422,3510,4141,3384,4987,2333,4842,3718,3052,4734,4410,4850,4449,4898,4791,4514,150,187,159,151,162,157,154,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622])). % 86.57/86.53 cnf(5060,plain, % 86.57/86.53 (P29(f11(f10(x50601,x50602,a1),f11(f10(f7(f7(x50603,x50603,a1),x50601,a1),x50602,a1),a1,a1),a1))), % 86.57/86.53 inference(rename_variables,[],[4590])). % 86.57/86.53 cnf(5062,plain, % 86.57/86.53 (~P8(f13(f14(f13(f5(f4(a1),a1),a1)),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4525,251,2399,173,1281,1483,4976,4990,5044,2853,1581,1390,1686,3422,3510,4141,3384,4987,2333,4842,3718,4293,3052,4734,4410,4590,4850,4449,4898,4791,4514,150,187,159,151,162,157,154,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661])). % 86.57/86.53 cnf(5066,plain, % 86.57/86.53 (E(f11(f10(x50661,x50662,a1),f11(f10(f7(f7(x50663,x50663,a1),x50661,a1),x50662,a1),x50664,a1),a1),x50664)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4401,4525,251,2399,173,1281,1483,4976,4990,5044,2853,1581,1390,1686,3777,3422,3510,4141,3384,4987,2333,4842,3718,4293,3052,4734,4410,4590,4850,4449,4898,4791,4514,150,187,159,151,174,162,157,154,199,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901])). % 86.57/86.53 cnf(5074,plain, % 86.57/86.53 (~P9(x50741,f11(f10(f7(x50742,x50742,a1),x50743,a1),f13(f13(x50741,a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4401,4525,251,2399,173,1281,1483,4976,4990,5044,2853,1581,1390,1686,3777,3422,3510,4141,3789,3384,4987,2333,4842,3718,4293,3052,4734,4410,4590,4850,4449,5019,4898,4791,4514,150,187,159,151,174,162,157,154,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655])). % 86.57/86.53 cnf(5101,plain, % 86.57/86.53 (~P8(f11(f11(f34(x51011,x51012),f11(x51013,f5(x51014,a1),a1),a1),x51014,a1),x51013,a1)), % 86.57/86.53 inference(rename_variables,[],[1686])). % 86.57/86.53 cnf(5105,plain, % 86.57/86.53 (~P9(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),f13(f10(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,4401,4525,251,2399,173,1281,1483,4976,4990,5044,172,2853,267,2548,2840,3116,1581,1390,1686,4971,3777,3422,3510,2704,4141,3789,3667,3384,4987,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4850,4493,4449,5019,4898,4791,4514,150,187,159,151,169,174,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527])). % 86.57/86.53 cnf(5114,plain, % 86.57/86.53 (~P9(f11(f10(x51141,x51142,a1),f3(a1),a1),f11(f10(x51141,x51142,a1),f10(f7(x51143,x51143,a1),x51144,a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,4401,4525,251,2399,173,1281,1483,4976,4990,5044,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,3777,3422,3510,2704,4141,3789,3667,3384,4987,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4850,4493,4767,4449,5019,4898,4791,4514,150,187,159,151,169,174,146,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123])). % 86.57/86.53 cnf(5126,plain, % 86.57/86.53 (~P9(f10(f10(f9(f9(f11(f34(x51261,x51262),x51263,a1),f34(x51264,x51265),a1),f34(x51266,x51267),a1),f34(x51266,x51267),a1),f34(x51264,x51265),a1),x51263,a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,4401,4525,251,2399,173,1281,1483,4976,4990,5044,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,3777,3422,3510,2704,4141,3789,3667,3384,4987,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4742,4850,4493,4767,4449,5019,4898,4454,4791,4514,150,187,159,151,169,174,146,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827])). % 86.57/86.53 cnf(5132,plain, % 86.57/86.53 (P8(f3(a1),f10(x51321,x51321,a1),a1)), % 86.57/86.53 inference(rename_variables,[],[4525])). % 86.57/86.53 cnf(5138,plain, % 86.57/86.53 (~P9(f11(f10(x51381,x51382,a1),f11(f34(x51383,x51384),x51385,a1),a1),f11(f10(x51381,x51382,a1),x51385,a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,4401,4525,5049,251,1219,2399,173,1281,1483,4976,4990,5044,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,3777,3422,3510,2704,4141,3789,3667,3384,4987,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,150,187,159,151,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125])). % 86.57/86.53 cnf(5143,plain, % 86.57/86.53 (~E(f13(f11(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1),f3(a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,4401,4525,5049,251,1219,2399,173,1281,1483,4976,4990,5044,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,3777,3146,3422,3510,2704,4141,3789,3667,3384,4987,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,150,187,159,151,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345])). % 86.57/86.53 cnf(5150,plain, % 86.57/86.53 (~P9(f11(f3(a1),x51501,a1),x51501,a1)), % 86.57/86.53 inference(rename_variables,[],[1483])). % 86.57/86.53 cnf(5154,plain, % 86.57/86.53 (P8(x51541,f11(f10(f7(x51542,x51542,a1),x51543,a1),f11(f10(f7(x51544,x51544,a1),x51545,a1),x51541,a1),a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,4401,4525,5049,251,1219,2399,173,1281,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,150,187,159,151,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970])). % 86.57/86.53 cnf(5159,plain, % 86.57/86.53 (~P9(f5(f13(f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,3736,4401,4525,5049,251,1219,2399,173,1281,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,150,187,159,151,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689])). % 86.57/86.53 cnf(5163,plain, % 86.57/86.53 (P57(f10(f11(f7(x51631,x51631,a1),f11(f7(x51632,x51632,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,3736,4401,4525,5049,251,1219,2399,173,1281,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,150,187,159,4523,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79])). % 86.57/86.53 cnf(5164,plain, % 86.57/86.53 (E(f11(f10(x51641,x51642,a1),f10(x51643,x51642,a1),a1),f10(f11(x51641,x51643,a1),x51642,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5166,plain, % 86.57/86.53 (~E(f8(f11(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1),f3(a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,3736,4401,4525,5049,251,1219,2399,173,1281,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,150,187,159,4523,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344])). % 86.57/86.53 cnf(5169,plain, % 86.57/86.53 (E(x51691,f11(f10(f7(x51692,x51692,a1),x51693,a1),f11(f10(f7(x51694,x51694,a1),x51695,a1),x51691,a1),a1))), % 86.57/86.53 inference(rename_variables,[],[4036])). % 86.57/86.53 cnf(5170,plain, % 86.57/86.53 (P36(f11(f10(f7(x51701,x51701,a1),x51702,a1),f11(f10(f7(x51703,x51703,a1),x51704,a1),f11(f10(f7(x51705,x51705,a1),x51706,a1),a1,a1),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,3736,4401,4525,5049,251,1219,2399,173,1281,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,4036,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,150,187,159,2236,4523,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103])). % 86.57/86.53 cnf(5171,plain, % 86.57/86.53 (E(f11(x51711,x51712,a1),f11(x51711,f11(f10(f7(x51713,x51713,a1),x51714,a1),f11(f10(f7(x51715,x51715,a1),x51716,a1),x51712,a1),a1),a1))), % 86.57/86.53 inference(rename_variables,[],[4398])). % 86.57/86.53 cnf(5172,plain, % 86.57/86.53 (P67(f10(f11(f7(x51721,x51721,a1),f11(f7(x51722,x51722,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,3736,4401,4525,5049,251,1219,2399,173,1281,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,3471,1686,4971,4036,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,150,187,159,2236,4523,4546,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91])). % 86.57/86.53 cnf(5173,plain, % 86.57/86.53 (E(f11(f10(x51731,x51732,a1),f10(x51733,x51732,a1),a1),f10(f11(x51731,x51733,a1),x51732,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5176,plain, % 86.57/86.53 (P49(f10(f11(f7(x51761,x51761,a1),f11(f7(x51762,x51762,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,4588,4882,4442,3736,4401,4525,5049,251,1219,2399,173,1281,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,150,187,159,2236,3804,4523,4536,4546,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114])). % 86.57/86.53 cnf(5177,plain, % 86.57/86.53 (E(f11(f10(x51771,x51772,a1),f10(x51773,x51772,a1),a1),f10(f11(x51771,x51773,a1),x51772,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5181,plain, % 86.57/86.53 (E(x51811,f11(f10(f7(x51812,x51812,a1),x51813,a1),f11(f10(f7(x51814,x51814,a1),x51815,a1),x51811,a1),a1))), % 86.57/86.53 inference(rename_variables,[],[4036])). % 86.57/86.53 cnf(5182,plain, % 86.57/86.53 (P27(f10(f11(f7(x51821,x51821,a1),f11(f7(x51822,x51822,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,150,187,159,2236,3804,4523,4536,4546,4571,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135])). % 86.57/86.53 cnf(5183,plain, % 86.57/86.53 (E(f11(f10(x51831,x51832,a1),f10(x51833,x51832,a1),a1),f10(f11(x51831,x51833,a1),x51832,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5185,plain, % 86.57/86.53 (P18(f10(f11(f7(x51851,x51851,a1),f11(f7(x51852,x51852,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,150,187,159,2236,3804,4523,4536,4546,4554,4571,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88])). % 86.57/86.53 cnf(5186,plain, % 86.57/86.53 (E(f11(f10(x51861,x51862,a1),f10(x51863,x51862,a1),a1),f10(f11(x51861,x51863,a1),x51862,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5188,plain, % 86.57/86.53 (P51(f10(f11(f7(x51881,x51881,a1),f11(f7(x51882,x51882,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,150,187,159,2236,3804,4523,4536,4544,4546,4554,4571,151,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121])). % 86.57/86.53 cnf(5189,plain, % 86.57/86.53 (E(f11(f10(x51891,x51892,a1),f10(x51893,x51892,a1),a1),f10(f11(x51891,x51893,a1),x51892,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5191,plain, % 86.57/86.53 (P69(f10(f11(f7(x51911,x51911,a1),f11(f7(x51912,x51912,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,150,187,159,2236,3804,4523,4536,4544,4546,4554,4571,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142])). % 86.57/86.53 cnf(5192,plain, % 86.57/86.53 (E(f11(f10(x51921,x51922,a1),f10(x51923,x51922,a1),a1),f10(f11(x51921,x51923,a1),x51922,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5194,plain, % 86.57/86.53 (P19(f10(f11(f7(x51941,x51941,a1),f11(f7(x51942,x51942,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4571,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123])). % 86.57/86.53 cnf(5195,plain, % 86.57/86.53 (E(f11(f10(x51951,x51952,a1),f10(x51953,x51952,a1),a1),f10(f11(x51951,x51953,a1),x51952,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5197,plain, % 86.57/86.53 (P62(f11(f10(f7(f7(x51971,x51971,a1),f7(x51972,x51972,a1),a1),x51973,a1),a1,a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4571,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117])). % 86.57/86.53 cnf(5198,plain, % 86.57/86.53 (E(f11(f10(x51981,x51982,a1),f11(f10(f7(x51983,x51981,a1),x51982,a1),x51984,a1),a1),f11(f10(x51983,x51982,a1),x51984,a1))), % 86.57/86.53 inference(rename_variables,[],[1381])). % 86.57/86.53 cnf(5200,plain, % 86.57/86.53 (P26(f10(f11(f7(x52001,x52001,a1),f11(f7(x52002,x52002,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4571,4577,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106])). % 86.57/86.53 cnf(5201,plain, % 86.57/86.53 (E(f11(f10(x52011,x52012,a1),f10(x52013,x52012,a1),a1),f10(f11(x52011,x52013,a1),x52012,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5203,plain, % 86.57/86.53 (P2(f10(f11(f7(x52031,x52031,a1),f11(f7(x52032,x52032,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4571,4577,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68])). % 86.57/86.53 cnf(5204,plain, % 86.57/86.53 (E(f11(f10(x52041,x52042,a1),f10(x52043,x52042,a1),a1),f10(f11(x52041,x52043,a1),x52042,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5206,plain, % 86.57/86.53 (P39(f10(f11(f7(x52061,x52061,a1),f11(f7(x52062,x52062,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4571,4575,4577,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118])). % 86.57/86.53 cnf(5207,plain, % 86.57/86.53 (E(f11(f10(x52071,x52072,a1),f10(x52073,x52072,a1),a1),f10(f11(x52071,x52073,a1),x52072,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5209,plain, % 86.57/86.53 (P30(f10(f11(f7(x52091,x52091,a1),f11(f7(x52092,x52092,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4558,4571,4575,4577,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109])). % 86.57/86.53 cnf(5210,plain, % 86.57/86.53 (E(f11(f10(x52101,x52102,a1),f10(x52103,x52102,a1),a1),f10(f11(x52101,x52103,a1),x52102,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5212,plain, % 86.57/86.53 (P32(f10(f11(f7(x52121,x52121,a1),f11(f7(x52122,x52122,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4558,4565,4571,4575,4577,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137])). % 86.57/86.53 cnf(5213,plain, % 86.57/86.53 (E(f11(f10(x52131,x52132,a1),f10(x52133,x52132,a1),a1),f10(f11(x52131,x52133,a1),x52132,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5215,plain, % 86.57/86.53 (P66(f10(f11(f7(x52151,x52151,a1),f11(f7(x52152,x52152,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4558,4565,4571,4575,4577,4586,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124])). % 86.57/86.53 cnf(5216,plain, % 86.57/86.53 (E(f11(f10(x52161,x52162,a1),f10(x52163,x52162,a1),a1),f10(f11(x52161,x52163,a1),x52162,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5218,plain, % 86.57/86.53 (P33(f10(f11(f7(x52181,x52181,a1),f11(f7(x52182,x52182,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4558,4565,4571,4575,4577,4586,4594,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94])). % 86.57/86.53 cnf(5219,plain, % 86.57/86.53 (E(f11(f10(x52191,x52192,a1),f10(x52193,x52192,a1),a1),f10(f11(x52191,x52193,a1),x52192,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5221,plain, % 86.57/86.53 (P60(f10(f11(f7(x52211,x52211,a1),f11(f7(x52212,x52212,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4565,4571,4575,4577,4586,4594,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89])). % 86.57/86.53 cnf(5222,plain, % 86.57/86.53 (E(f11(f10(x52221,x52222,a1),f10(x52223,x52222,a1),a1),f10(f11(x52221,x52223,a1),x52222,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5224,plain, % 86.57/86.53 (P42(f10(f11(f7(x52241,x52241,a1),f11(f7(x52242,x52242,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4565,4571,4575,4577,4586,4594,4596,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93])). % 86.57/86.53 cnf(5225,plain, % 86.57/86.53 (E(f11(f10(x52251,x52252,a1),f10(x52253,x52252,a1),a1),f10(f11(x52251,x52253,a1),x52252,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5227,plain, % 86.57/86.53 (P63(f10(f11(f7(x52271,x52271,a1),f11(f7(x52272,x52272,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4565,4571,4575,4577,4586,4594,4596,4622,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126])). % 86.57/86.53 cnf(5228,plain, % 86.57/86.53 (E(f11(f10(x52281,x52282,a1),f10(x52283,x52282,a1),a1),f10(f11(x52281,x52283,a1),x52282,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5230,plain, % 86.57/86.53 (P70(f10(f11(f7(x52301,x52301,a1),f11(f7(x52302,x52302,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4571,4575,4577,4586,4594,4596,4622,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129])). % 86.57/86.53 cnf(5231,plain, % 86.57/86.53 (E(f11(f10(x52311,x52312,a1),f10(x52313,x52312,a1),a1),f10(f11(x52311,x52313,a1),x52312,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5233,plain, % 86.57/86.53 (P61(f10(f11(f7(x52331,x52331,a1),f11(f7(x52332,x52332,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4571,4575,4577,4586,4594,4596,4622,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120])). % 86.57/86.53 cnf(5234,plain, % 86.57/86.53 (E(f11(f10(x52341,x52342,a1),f10(x52343,x52342,a1),a1),f10(f11(x52341,x52343,a1),x52342,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5236,plain, % 86.57/86.53 (P48(f10(f11(f7(x52361,x52361,a1),f11(f7(x52362,x52362,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4571,4575,4577,4586,4594,4596,4606,4622,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90])). % 86.57/86.53 cnf(5237,plain, % 86.57/86.53 (E(f11(f10(x52371,x52372,a1),f10(x52373,x52372,a1),a1),f10(f11(x52371,x52373,a1),x52372,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5239,plain, % 86.57/86.53 (P6(f10(f11(f7(x52391,x52391,a1),f11(f7(x52392,x52392,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4571,4575,4577,4586,4594,4596,4598,4606,4622,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100])). % 86.57/86.53 cnf(5240,plain, % 86.57/86.53 (E(f11(f10(x52401,x52402,a1),f10(x52403,x52402,a1),a1),f10(f11(x52401,x52403,a1),x52402,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5242,plain, % 86.57/86.53 (P1(f10(f11(f7(x52421,x52421,a1),f11(f7(x52422,x52422,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4571,4575,4577,4586,4594,4596,4598,4606,4622,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67])). % 86.57/86.53 cnf(5243,plain, % 86.57/86.53 (E(f11(f10(x52431,x52432,a1),f10(x52433,x52432,a1),a1),f10(f11(x52431,x52433,a1),x52432,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5245,plain, % 86.57/86.53 (P38(f10(f11(f7(x52451,x52451,a1),f11(f7(x52452,x52452,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4571,4575,4577,4586,4594,4596,4598,4606,4608,4622,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110])). % 86.57/86.53 cnf(5246,plain, % 86.57/86.53 (E(f11(f10(x52461,x52462,a1),f10(x52463,x52462,a1),a1),f10(f11(x52461,x52463,a1),x52462,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5248,plain, % 86.57/86.53 (P59(f10(f11(f7(x52481,x52481,a1),f11(f7(x52482,x52482,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4571,4575,4577,4586,4594,4596,4598,4606,4608,4622,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102])). % 86.57/86.53 cnf(5249,plain, % 86.57/86.53 (E(f11(f10(x52491,x52492,a1),f10(x52493,x52492,a1),a1),f10(f11(x52491,x52493,a1),x52492,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5251,plain, % 86.57/86.53 (P52(f10(f11(f7(x52511,x52511,a1),f11(f7(x52512,x52512,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4571,4575,4577,4586,4594,4596,4598,4606,4608,4622,4626,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108])). % 86.57/86.53 cnf(5252,plain, % 86.57/86.53 (E(f11(f10(x52521,x52522,a1),f10(x52523,x52522,a1),a1),f10(f11(x52521,x52523,a1),x52522,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5254,plain, % 86.57/86.53 (P68(f10(f11(f7(x52541,x52541,a1),f11(f7(x52542,x52542,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4586,4594,4596,4598,4606,4608,4622,4626,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104])). % 86.57/86.53 cnf(5255,plain, % 86.57/86.53 (E(f11(f10(x52551,x52552,a1),f10(x52553,x52552,a1),a1),f10(f11(x52551,x52553,a1),x52552,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5257,plain, % 86.57/86.53 (P8(x52571,f9(f11(f34(x52572,x52573),f10(x52571,f34(x52574,x52575),a1),a1),f34(x52574,x52575),a1),f11(f10(f7(x52576,x52576,a1),x52577,a1),f11(f10(f7(x52578,x52578,a1),x52579,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4586,4594,4596,4598,4606,4608,4622,4626,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75])). % 86.57/86.53 cnf(5258,plain, % 86.57/86.53 (E(x52581,f11(f10(f7(x52582,x52582,a1),x52583,a1),f11(f10(f7(x52584,x52584,a1),x52585,a1),x52581,a1),a1))), % 86.57/86.53 inference(rename_variables,[],[4036])). % 86.57/86.53 cnf(5259,plain, % 86.57/86.53 (P43(f10(f11(f7(x52591,x52591,a1),f11(f7(x52592,x52592,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4586,4594,4596,4598,4606,4608,4622,4626,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98])). % 86.57/86.53 cnf(5260,plain, % 86.57/86.53 (E(f11(f10(x52601,x52602,a1),f10(x52603,x52602,a1),a1),f10(f11(x52601,x52603,a1),x52602,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5262,plain, % 86.57/86.53 (P3(f10(f11(f7(x52621,x52621,a1),f11(f7(x52622,x52622,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4586,4594,4596,4598,4606,4608,4622,4626,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76])). % 86.57/86.53 cnf(5263,plain, % 86.57/86.53 (E(f11(f10(x52631,x52632,a1),f10(x52633,x52632,a1),a1),f10(f11(x52631,x52633,a1),x52632,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5265,plain, % 86.57/86.53 (P29(f11(f10(f7(f7(x52651,x52651,a1),x52652,a1),x52653,a1),f11(f10(x52652,x52653,a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4586,4594,4596,4598,4606,4608,4622,4626,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86])). % 86.57/86.53 cnf(5267,plain, % 86.57/86.53 (P64(f10(f11(f7(x52671,x52671,a1),f11(f7(x52672,x52672,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4606,4608,4622,4626,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122])). % 86.57/86.53 cnf(5268,plain, % 86.57/86.53 (E(f11(f10(x52681,x52682,a1),f10(x52683,x52682,a1),a1),f10(f11(x52681,x52683,a1),x52682,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5270,plain, % 86.57/86.53 (P65(f10(f11(f7(x52701,x52701,a1),f11(f7(x52702,x52702,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4606,4608,4620,4622,4626,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115])). % 86.57/86.53 cnf(5271,plain, % 86.57/86.53 (E(f11(f10(x52711,x52712,a1),f10(x52713,x52712,a1),a1),f10(f11(x52711,x52713,a1),x52712,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5273,plain, % 86.57/86.53 (P47(f10(f11(f7(x52731,x52731,a1),f11(f7(x52732,x52732,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4606,4608,4620,4622,4626,4636,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72])). % 86.57/86.53 cnf(5274,plain, % 86.57/86.53 (E(f11(f10(x52741,x52742,a1),f10(x52743,x52742,a1),a1),f10(f11(x52741,x52743,a1),x52742,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5276,plain, % 86.57/86.53 (P8(f11(f10(x52761,x52762,a1),f11(f10(f7(x52763,x52761,a1),x52762,a1),x52764,a1),a1),f11(f10(x52763,x52762,a1),x52764,a1),f10(a1,f4(a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4606,4608,4620,4622,4626,4636,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74])). % 86.57/86.53 cnf(5277,plain, % 86.57/86.53 (P8(x52771,x52771,f10(a1,f4(a1),a1))), % 86.57/86.53 inference(rename_variables,[],[2244])). % 86.57/86.53 cnf(5278,plain, % 86.57/86.53 (P55(f10(f11(f7(x52781,x52781,a1),f11(f7(x52782,x52782,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4606,4608,4620,4622,4626,4628,4636,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105])). % 86.57/86.53 cnf(5279,plain, % 86.57/86.53 (E(f11(f10(x52791,x52792,a1),f10(x52793,x52792,a1),a1),f10(f11(x52791,x52793,a1),x52792,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5281,plain, % 86.57/86.53 (P24(f10(f11(f7(x52811,x52811,a1),f11(f7(x52812,x52812,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4606,4608,4618,4620,4622,4626,4628,4636,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92])). % 86.57/86.53 cnf(5282,plain, % 86.57/86.53 (E(f11(f10(x52821,x52822,a1),f10(x52823,x52822,a1),a1),f10(f11(x52821,x52823,a1),x52822,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5284,plain, % 86.57/86.53 (P22(f10(f11(f7(x52841,x52841,a1),f11(f7(x52842,x52842,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4606,4608,4616,4618,4620,4622,4626,4628,4636,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127])). % 86.57/86.53 cnf(5285,plain, % 86.57/86.53 (E(f11(f10(x52851,x52852,a1),f10(x52853,x52852,a1),a1),f10(f11(x52851,x52853,a1),x52852,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5287,plain, % 86.57/86.53 (P5(f10(f11(f7(x52871,x52871,a1),f11(f7(x52872,x52872,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4604,4606,4608,4616,4618,4620,4622,4626,4628,4636,4638,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87])). % 86.57/86.53 cnf(5288,plain, % 86.57/86.53 (E(f11(f10(x52881,x52882,a1),f10(x52883,x52882,a1),a1),f10(f11(x52881,x52883,a1),x52882,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5290,plain, % 86.57/86.53 (P56(f10(f11(f7(x52901,x52901,a1),f11(f7(x52902,x52902,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4604,4606,4608,4616,4618,4620,4622,4626,4628,4636,4638,4648,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125])). % 86.57/86.53 cnf(5291,plain, % 86.57/86.53 (E(f11(f10(x52911,x52912,a1),f10(x52913,x52912,a1),a1),f10(f11(x52911,x52913,a1),x52912,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5293,plain, % 86.57/86.53 (P37(f10(f11(f7(x52931,x52931,a1),f11(f7(x52932,x52932,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4604,4606,4608,4616,4618,4620,4622,4626,4628,4636,4638,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130])). % 86.57/86.53 cnf(5294,plain, % 86.57/86.53 (E(f11(f10(x52941,x52942,a1),f10(x52943,x52942,a1),a1),f10(f11(x52941,x52943,a1),x52942,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5296,plain, % 86.57/86.53 (~E(f11(a29,f15(a30,a2),a1),f11(f10(f7(x52961,x52961,a1),x52962,a1),f10(f4(a1),f15(f17(f16(a31,a32,a2),a33,a2),a2),a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4604,4606,4608,4616,4618,4620,4622,4626,4628,4636,4638,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3])). % 86.57/86.53 cnf(5297,plain, % 86.57/86.53 (E(f11(f10(f7(x52971,x52971,a1),x52972,a1),x52973,a1),x52973)), % 86.57/86.53 inference(rename_variables,[],[1383])). % 86.57/86.53 cnf(5298,plain, % 86.57/86.53 (P13(f10(f11(f7(x52981,x52981,a1),f11(f7(x52982,x52982,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4604,4606,4608,4616,4618,4620,4622,4626,4628,4636,4638,4644,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97])). % 86.57/86.53 cnf(5299,plain, % 86.57/86.53 (E(f11(f10(x52991,x52992,a1),f10(x52993,x52992,a1),a1),f10(f11(x52991,x52993,a1),x52992,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5301,plain, % 86.57/86.53 (P46(f10(f11(f7(x53011,x53011,a1),f11(f7(x53012,x53012,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4616,4618,4620,4622,4626,4628,4636,4638,4644,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139])). % 86.57/86.53 cnf(5302,plain, % 86.57/86.53 (E(f11(f10(x53021,x53022,a1),f10(x53023,x53022,a1),a1),f10(f11(x53021,x53023,a1),x53022,a1))), % 86.57/86.53 inference(rename_variables,[],[255])). % 86.57/86.53 cnf(5306,plain, % 86.57/86.53 (P41(f10(f11(f7(x53061,x53061,a1),f11(f7(x53062,x53062,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.53 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4616,4618,4620,4622,4626,4628,4636,4638,4644,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84])). % 86.57/86.54 cnf(5307,plain, % 86.57/86.54 (E(f11(f10(x53071,x53072,a1),f10(x53073,x53072,a1),a1),f10(f11(x53071,x53073,a1),x53072,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5309,plain, % 86.57/86.54 (P28(f10(f11(f7(x53091,x53091,a1),f11(f7(x53092,x53092,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4636,4638,4644,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140])). % 86.57/86.54 cnf(5310,plain, % 86.57/86.54 (E(f11(f10(x53101,x53102,a1),f10(x53103,x53102,a1),a1),f10(f11(x53101,x53103,a1),x53102,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5312,plain, % 86.57/86.54 (P23(f10(f11(f7(x53121,x53121,a1),f11(f7(x53122,x53122,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4636,4638,4644,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80])). % 86.57/86.54 cnf(5313,plain, % 86.57/86.54 (E(f11(f10(x53131,x53132,a1),f10(x53133,x53132,a1),a1),f10(f11(x53131,x53133,a1),x53132,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5317,plain, % 86.57/86.54 (P8(f11(f10(x53171,x53172,a1),x53173,a1),f11(f10(x53174,x53172,a1),f11(f10(f7(x53171,x53174,a1),x53172,a1),x53173,a1),a1),f10(a1,f4(a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4636,4638,4644,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73])). % 86.57/86.54 cnf(5319,plain, % 86.57/86.54 (P17(f10(f11(f7(x53191,x53191,a1),f11(f7(x53192,x53192,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4644,4648,4650,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131])). % 86.57/86.54 cnf(5320,plain, % 86.57/86.54 (E(f11(f10(x53201,x53202,a1),f10(x53203,x53202,a1),a1),f10(f11(x53201,x53203,a1),x53202,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5322,plain, % 86.57/86.54 (P15(f10(f11(f7(x53221,x53221,a1),f11(f7(x53222,x53222,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4644,4648,4650,4664,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112])). % 86.57/86.54 cnf(5323,plain, % 86.57/86.54 (E(f11(f10(x53231,x53232,a1),f10(x53233,x53232,a1),a1),f10(f11(x53231,x53233,a1),x53232,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5325,plain, % 86.57/86.54 (P7(f10(f11(f7(x53251,x53251,a1),f11(f7(x53252,x53252,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4644,4648,4650,4664,4666,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138])). % 86.57/86.54 cnf(5326,plain, % 86.57/86.54 (E(f11(f10(x53261,x53262,a1),f10(x53263,x53262,a1),a1),f10(f11(x53261,x53263,a1),x53262,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5328,plain, % 86.57/86.54 (P25(f10(f11(f7(x53281,x53281,a1),f11(f7(x53282,x53282,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4644,4646,4648,4650,4664,4666,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99])). % 86.57/86.54 cnf(5329,plain, % 86.57/86.54 (E(f11(f10(x53291,x53292,a1),f10(x53293,x53292,a1),a1),f10(f11(x53291,x53293,a1),x53292,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5331,plain, % 86.57/86.54 (P4(f10(f11(f7(x53311,x53311,a1),f11(f7(x53312,x53312,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4644,4646,4648,4650,4664,4666,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78])). % 86.57/86.54 cnf(5332,plain, % 86.57/86.54 (E(f11(f10(x53321,x53322,a1),f10(x53323,x53322,a1),a1),f10(f11(x53321,x53323,a1),x53322,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5334,plain, % 86.57/86.54 (P58(f10(f11(f7(x53341,x53341,a1),f11(f7(x53342,x53342,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4644,4646,4648,4650,4660,4664,4666,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95])). % 86.57/86.54 cnf(5335,plain, % 86.57/86.54 (E(f11(f10(x53351,x53352,a1),f10(x53353,x53352,a1),a1),f10(f11(x53351,x53353,a1),x53352,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5337,plain, % 86.57/86.54 (P34(f10(f11(f7(x53371,x53371,a1),f11(f7(x53372,x53372,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4644,4646,4648,4650,4660,4664,4666,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96])). % 86.57/86.54 cnf(5338,plain, % 86.57/86.54 (E(f11(f10(x53381,x53382,a1),f10(x53383,x53382,a1),a1),f10(f11(x53381,x53383,a1),x53382,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5340,plain, % 86.57/86.54 (P21(f10(f11(f7(x53401,x53401,a1),f11(f7(x53402,x53402,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4644,4646,4648,4650,4660,4664,4666,4668,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141])). % 86.57/86.54 cnf(5341,plain, % 86.57/86.54 (E(f11(f10(x53411,x53412,a1),f10(x53413,x53412,a1),a1),f10(f11(x53411,x53413,a1),x53412,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5343,plain, % 86.57/86.54 (P54(f10(f11(f7(x53431,x53431,a1),f11(f7(x53432,x53432,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4644,4646,4648,4650,4660,4664,4666,4668,4676,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119])). % 86.57/86.54 cnf(5344,plain, % 86.57/86.54 (E(f11(f10(x53441,x53442,a1),f10(x53443,x53442,a1),a1),f10(f11(x53441,x53443,a1),x53442,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5346,plain, % 86.57/86.54 (P53(f10(f11(f7(x53461,x53461,a1),f11(f7(x53462,x53462,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4660,4664,4666,4668,4676,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134])). % 86.57/86.54 cnf(5347,plain, % 86.57/86.54 (E(f11(f10(x53471,x53472,a1),f10(x53473,x53472,a1),a1),f10(f11(x53471,x53473,a1),x53472,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5349,plain, % 86.57/86.54 (P16(f10(f11(f7(x53491,x53491,a1),f11(f7(x53492,x53492,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4660,4664,4666,4668,4670,4676,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136])). % 86.57/86.54 cnf(5350,plain, % 86.57/86.54 (E(f11(f10(x53501,x53502,a1),f10(x53503,x53502,a1),a1),f10(f11(x53501,x53503,a1),x53502,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5352,plain, % 86.57/86.54 (P40(f10(f11(f7(x53521,x53521,a1),f11(f7(x53522,x53522,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4660,4664,4666,4668,4670,4674,4676,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77])). % 86.57/86.54 cnf(5353,plain, % 86.57/86.54 (E(f11(f10(x53531,x53532,a1),f10(x53533,x53532,a1),a1),f10(f11(x53531,x53533,a1),x53532,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5355,plain, % 86.57/86.54 (P44(f10(f11(f7(x53551,x53551,a1),f11(f7(x53552,x53552,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4664,4666,4668,4670,4674,4676,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111])). % 86.57/86.54 cnf(5356,plain, % 86.57/86.54 (E(f11(f10(x53561,x53562,a1),f10(x53563,x53562,a1),a1),f10(f11(x53561,x53563,a1),x53562,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5358,plain, % 86.57/86.54 (P45(f10(f11(f7(x53581,x53581,a1),f11(f7(x53582,x53582,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128])). % 86.57/86.54 cnf(5359,plain, % 86.57/86.54 (E(f11(f10(x53591,x53592,a1),f10(x53593,x53592,a1),a1),f10(f11(x53591,x53593,a1),x53592,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5361,plain, % 86.57/86.54 (P31(f10(f11(f7(x53611,x53611,a1),f11(f7(x53612,x53612,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101])). % 86.57/86.54 cnf(5362,plain, % 86.57/86.54 (E(f11(f10(x53621,x53622,a1),f10(x53623,x53622,a1),a1),f10(f11(x53621,x53623,a1),x53622,a1))), % 86.57/86.54 inference(rename_variables,[],[255])). % 86.57/86.54 cnf(5364,plain, % 86.57/86.54 (P50(f10(f11(f7(x53641,x53641,a1),f11(f7(x53642,x53642,a1),f4(a1),a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107])). % 86.57/86.54 cnf(5367,plain, % 86.57/86.54 (~P8(f10(f4(a1),f4(a1),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,5132,2636,247,251,1219,2399,173,1281,1381,5198,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,179,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853])). % 86.57/86.54 cnf(5368,plain, % 86.57/86.54 (P8(f3(a1),f10(x53681,x53681,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(5371,plain, % 86.57/86.54 (~P9(x53711,x53711,a1)), % 86.57/86.54 inference(rename_variables,[],[265])). % 86.57/86.54 cnf(5373,plain, % 86.57/86.54 (~P9(f3(a1),f8(f11(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,5132,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4742,4850,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,179,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,151,4573,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672])). % 86.57/86.54 cnf(5375,plain, % 86.57/86.54 (~P8(f11(f34(x53751,x53752),f9(f11(f11(f10(x53753,f34(x53754,x53755),a1),x53756,a1),f5(x53756,a1),a1),f34(x53754,x53755),a1),a1),x53753,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,5132,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4742,4850,4952,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,179,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,151,4573,205,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955])). % 86.57/86.54 cnf(5376,plain, % 86.57/86.54 (~P8(f10(f11(f34(x53761,x53762),f9(f11(f11(x53763,x53764,a1),f5(x53764,a1),a1),f34(x53765,x53766),a1),a1),f34(x53765,x53766),a1),x53763,a1)), % 86.57/86.54 inference(rename_variables,[],[4952])). % 86.57/86.54 cnf(5378,plain, % 86.57/86.54 (P8(f3(a1),f8(f5(f4(a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,1202,4588,4882,4442,3736,4401,4525,5049,5132,5368,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4742,4850,4952,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,179,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,151,4573,205,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877])). % 86.57/86.54 cnf(5379,plain, % 86.57/86.54 (P8(f3(a1),f10(x53791,x53791,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(5381,plain, % 86.57/86.54 (P9(x53811,f9(f11(f34(x53812,x53813),f10(x53811,f34(x53814,x53815),a1),a1),f34(x53814,x53815),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,2149,1202,4588,4882,4442,3736,4401,4525,5049,5132,5368,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4742,4850,4952,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,179,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,151,4573,205,152,169,174,146,160,182,162,222,157,154,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656])). % 86.57/86.54 cnf(5382,plain, % 86.57/86.54 (P8(x53821,f9(f11(f34(x53822,x53823),f10(x53821,f34(x53824,x53825),a1),a1),f34(x53824,x53825),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5385,plain, % 86.57/86.54 (P8(f3(a1),f10(x53851,x53851,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(5387,plain, % 86.57/86.54 (E(f11(f10(f7(f7(x53871,x53871,a1),x53872,a1),x53873,a1),f11(f10(x53872,x53873,a1),x53874,a1),a1),x53874)), % 86.57/86.54 inference(scs_inference,[],[2286,4343,2244,5277,1755,3008,2492,2444,2149,1202,4588,4882,4442,3736,4401,4525,5049,5132,5368,5379,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,1515,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4742,4850,4952,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,179,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,151,4573,205,152,169,170,174,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619])). % 86.57/86.54 cnf(5398,plain, % 86.57/86.54 (~P9(f9(f11(f34(x53981,x53982),f10(x53983,f11(f4(a1),f5(x53984,a1),a1),a1),a1),f11(f4(a1),f5(x53984,a1),a1),a1),x53983,a1)), % 86.57/86.54 inference(rename_variables,[],[4341])). % 86.57/86.54 cnf(5400,plain, % 86.57/86.54 (P8(x54001,f5(f9(f11(f34(x54002,x54003),f10(x54001,f34(x54004,x54005),a1),a1),f34(x54004,x54005),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,4343,2244,5277,1755,3008,2492,1170,2444,2149,1202,4588,4882,4341,4442,3736,4401,4525,5049,5132,5368,5379,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,1515,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4356,4742,4850,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,179,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705])). % 86.57/86.54 cnf(5401,plain, % 86.57/86.54 (P8(x54011,f5(x54011,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1170])). % 86.57/86.54 cnf(5410,plain, % 86.57/86.54 (~P9(f10(f9(f9(f11(f34(x54101,x54102),f10(x54103,f34(x54104,x54105),a1),a1),f34(x54104,x54105),a1),f34(x54106,x54107),a1),f34(x54106,x54107),a1),x54103,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,4343,2244,5277,1755,3008,2492,1170,2444,2149,1202,4588,4882,4341,4442,3736,4401,4525,5049,5132,5368,5379,5385,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,1515,2319,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,3510,2704,4141,3789,4265,2401,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,4534,4356,4742,4850,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,150,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960])). % 86.57/86.54 cnf(5413,plain, % 86.57/86.54 (~P9(f10(x54131,x54131,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2942])). % 86.57/86.54 cnf(5416,plain, % 86.57/86.54 (~P8(f10(f11(f34(x54161,x54162),f9(x54163,f34(x54164,x54165),a1),a1),f34(x54164,x54165),a1),x54163,a1)), % 86.57/86.54 inference(rename_variables,[],[2120])). % 86.57/86.54 cnf(5420,plain, % 86.57/86.54 (~P9(f11(f5(f11(f34(x54201,x54202),x54203,a1),a1),f4(a1),a1),x54203,a1)), % 86.57/86.54 inference(rename_variables,[],[3422])). % 86.57/86.54 cnf(5424,plain, % 86.57/86.54 (P8(x54241,f9(f11(f34(x54242,x54243),f10(x54241,f34(x54244,x54245),a1),a1),f34(x54244,x54245),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5429,plain, % 86.57/86.54 (P9(f7(x54291,x54291,a1),f9(f11(f34(x54292,x54293),f10(f9(f34(x54294,x54295),f34(x54296,x54297),a1),f34(x54298,x54299),a1),a1),f34(x54298,x54299),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,4343,3632,2244,5277,1755,3008,2492,1170,2444,2149,1202,4588,4882,4341,4442,3736,4401,4525,5049,5132,5368,5379,5385,3118,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,1515,2319,2120,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,5003,3510,2704,4141,3789,4265,2401,4206,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,150,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708])). % 86.57/86.54 cnf(5431,plain, % 86.57/86.54 (P8(f11(f10(f7(x54311,x54311,a1),x54312,a1),f9(x54313,f3(a1),a1),a1),f10(x54314,x54314,a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,4343,3632,2244,5277,1755,3008,2492,1170,2444,2149,1202,4588,4882,4341,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,1515,2319,2120,2564,3471,1686,4971,4036,5169,5181,5258,1760,3777,3146,3422,5003,3510,2704,4141,3789,4265,2401,4206,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,150,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706])). % 86.57/86.54 cnf(5432,plain, % 86.57/86.54 (P8(f11(f10(f7(x54321,x54321,a1),x54322,a1),x54323,a1),x54323,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(5441,plain, % 86.57/86.54 (~P9(f11(f34(x54411,x54412),f10(f9(x54413,f11(f4(a1),f5(x54414,a1),a1),a1),f11(f4(a1),f5(x54414,a1),a1),a1),a1),x54413,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,4343,3632,2244,5277,1755,3008,2492,1170,2444,2149,1202,4588,4882,4341,5398,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,1515,2319,2120,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,3510,2704,4141,3789,4265,2401,4206,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,150,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959])). % 86.57/86.54 cnf(5442,plain, % 86.57/86.54 (~P9(f9(f11(f34(x54421,x54422),f10(x54423,f11(f4(a1),f5(x54424,a1),a1),a1),a1),f11(f4(a1),f5(x54424,a1),a1),a1),x54423,a1)), % 86.57/86.54 inference(rename_variables,[],[4341])). % 86.57/86.54 cnf(5447,plain, % 86.57/86.54 (~E(f10(f11(f5(f4(a1),a1),f3(a1),a1),f11(f5(f4(a1),a1),f3(a1),a1),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5382,4343,3632,2244,5277,1755,3008,2492,1170,2444,2149,1202,4588,4882,4341,5398,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,2636,247,251,1219,2399,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,2548,2840,3116,1581,4323,1390,1515,2319,2120,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,3510,2704,4141,3789,4265,2869,2401,4206,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,150,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479])). % 86.57/86.54 cnf(5449,plain, % 86.57/86.54 (P9(f13(f5(f4(a1),a1),a1),f5(f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,4343,3632,2244,5277,1755,3008,2492,1170,2444,2149,1202,4588,4882,4341,5398,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,2636,247,251,1219,2399,2207,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,3787,2548,2840,3116,1581,4323,1390,1515,2319,2120,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,3510,2704,4141,3789,4265,2869,2401,4206,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,150,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709])). % 86.57/86.54 cnf(5452,plain, % 86.57/86.54 (~P9(f9(f11(f3(a1),f3(a1),a1),x54521,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2876])). % 86.57/86.54 cnf(5456,plain, % 86.57/86.54 (P8(x54561,f9(f11(f34(x54562,x54563),f10(x54561,f34(x54564,x54565),a1),a1),f34(x54564,x54565),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5464,plain, % 86.57/86.54 (~P9(f9(f11(f34(x54641,x54642),f10(x54643,f11(f4(a1),f5(x54644,a1),a1),a1),a1),f11(f4(a1),f5(x54644,a1),a1),a1),x54643,a1)), % 86.57/86.54 inference(rename_variables,[],[4341])). % 86.57/86.54 cnf(5467,plain, % 86.57/86.54 (P8(x54671,f9(f11(f34(x54672,x54673),f10(x54671,f11(f4(a1),f5(x54674,a1),a1),a1),a1),f11(f4(a1),f5(x54674,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4343])). % 86.57/86.54 cnf(5470,plain, % 86.57/86.54 (~P9(f9(f11(f34(x54701,x54702),f10(x54703,f11(f4(a1),f5(x54704,a1),a1),a1),a1),f11(f4(a1),f5(x54704,a1),a1),a1),x54703,a1)), % 86.57/86.54 inference(rename_variables,[],[4341])). % 86.57/86.54 cnf(5474,plain, % 86.57/86.54 (~P8(f4(a1),f8(f11(f3(a1),f3(a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,4343,5009,3632,2244,5277,1755,3008,2492,1170,2444,2149,1202,4588,4882,4341,5398,5442,5464,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,2636,247,251,1219,2399,1240,2207,173,1281,1381,5198,265,2594,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,3787,2548,2840,3116,1581,4323,1390,1515,2319,2120,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,4141,3789,4265,2869,2401,4206,3667,3691,3384,4987,3694,2333,4842,4562,3718,4293,3052,4762,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,150,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678])). % 86.57/86.54 cnf(5490,plain, % 86.57/86.54 (~P8(f11(f34(x54901,x54902),f10(f10(f3(a1),f34(x54903,x54904),a1),f34(x54905,x54906),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,4343,5009,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,4588,4882,4341,5398,5442,5464,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,5432,2636,247,251,1219,2399,1240,2207,173,1281,1381,5198,265,2594,1450,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,3787,2548,2840,3116,1581,4323,1390,1515,2319,2120,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,2869,2401,4206,3667,3691,3384,4987,3694,2333,2965,4842,4562,3718,4293,3052,4762,3760,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,2351,151,4573,205,206,152,169,170,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851])). % 86.57/86.54 cnf(5497,plain, % 86.57/86.54 (~E(f11(x54971,f12(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x54971)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,4343,5009,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,4588,4882,4341,5398,5442,5464,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,5432,2636,247,251,1219,2399,1240,2207,173,1281,1381,5198,265,2594,1450,1483,4976,4990,5044,5052,1383,2812,172,2853,2560,1722,267,3787,2548,2840,3116,1506,1581,4323,1390,1515,2319,2120,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,2869,2401,4206,3667,3691,3384,4987,3694,2333,2965,4842,3176,4562,3718,4293,3052,4762,3760,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,2351,151,4573,205,206,152,169,170,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473])). % 86.57/86.54 cnf(5505,plain, % 86.57/86.54 (~P9(f10(x55051,x55051,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2942])). % 86.57/86.54 cnf(5508,plain, % 86.57/86.54 (P8(x55081,f9(f11(f34(x55082,x55083),f10(x55081,f34(x55084,x55085),a1),a1),f34(x55084,x55085),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5511,plain, % 86.57/86.54 (~P9(f11(f3(a1),x55111,a1),x55111,a1)), % 86.57/86.54 inference(rename_variables,[],[1483])). % 86.57/86.54 cnf(5518,plain, % 86.57/86.54 (~P9(f9(x55181,f11(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2840])). % 86.57/86.54 cnf(5529,plain, % 86.57/86.54 (~P9(f9(x55291,f11(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2840])). % 86.57/86.54 cnf(5538,plain, % 86.57/86.54 (~P9(f9(f11(f34(x55381,x55382),f10(x55383,f11(f4(a1),f5(x55384,a1),a1),a1),a1),f11(f4(a1),f5(x55384,a1),a1),a1),x55383,a1)), % 86.57/86.54 inference(rename_variables,[],[4341])). % 86.57/86.54 cnf(5540,plain, % 86.57/86.54 (~P8(f10(f10(f11(f34(x55401,x55402),f9(f9(x55403,f34(x55404,x55405),a1),f34(x55406,x55407),a1),a1),f34(x55406,x55407),a1),f34(x55404,x55405),a1),x55403,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,4343,5009,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,5432,2636,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,1316,265,1577,2594,1450,1483,4976,4990,5044,5052,5150,1383,2812,172,2853,2560,1722,267,3787,2548,2840,5518,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,1455,2869,2401,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,5413,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,2351,151,4573,205,206,152,169,170,174,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992])). % 86.57/86.54 cnf(5541,plain, % 86.57/86.54 (~P8(f10(f11(f34(x55411,x55412),f9(x55413,f34(x55414,x55415),a1),a1),f34(x55414,x55415),a1),x55413,a1)), % 86.57/86.54 inference(rename_variables,[],[2120])). % 86.57/86.54 cnf(5543,plain, % 86.57/86.54 (~E(f10(f5(f5(f4(a1),a1),a1),f5(f5(f4(a1),a1),a1),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,4343,5009,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,5432,2636,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,1316,265,1577,2594,1450,1483,4976,4990,5044,5052,5150,1383,2812,172,2853,2560,1722,267,3787,2548,2840,5518,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,1455,2869,2401,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,5413,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,2351,151,4573,205,206,152,169,170,174,214,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478])). % 86.57/86.54 cnf(5547,plain, % 86.57/86.54 (E(f10(f3(a1),f3(a1),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,4343,5009,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,3118,1889,5432,2636,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,1316,265,1577,2594,1450,1483,4976,4990,5044,5052,5150,1383,2812,172,2853,2560,1722,267,3787,2548,2840,5518,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,1455,2869,2401,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,5413,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,214,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749])). % 86.57/86.54 cnf(5548,plain, % 86.57/86.54 (P8(f3(a1),f10(x55481,x55481,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(5551,plain, % 86.57/86.54 (E(f11(f10(f7(x55511,x55511,a1),x55512,a1),x55513,a1),x55513)), % 86.57/86.54 inference(rename_variables,[],[1383])). % 86.57/86.54 cnf(5552,plain, % 86.57/86.54 (P8(x55521,x55521,a1)), % 86.57/86.54 inference(rename_variables,[],[243])). % 86.57/86.54 cnf(5553,plain, % 86.57/86.54 (P8(f3(a1),f10(x55531,x55531,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(5555,plain, % 86.57/86.54 (P8(f3(a1),f11(f4(a1),f5(x55551,a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,4343,5009,5467,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,3118,1889,5432,2636,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,1316,265,1577,2594,1450,1483,4976,4990,5044,5052,5150,1383,5297,2812,172,2853,2560,1722,267,3787,2548,2840,5518,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,1455,2869,2401,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4791,4514,3355,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,5413,243,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,214,216,196,146,160,182,162,222,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889])). % 86.57/86.54 cnf(5557,plain, % 86.57/86.54 (P8(x55571,f9(f11(f34(x55572,x55573),f10(x55571,f11(f4(a1),f5(x55574,a1),a1),a1),a1),f11(f4(a1),f5(x55574,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4343])). % 86.57/86.54 cnf(5565,plain, % 86.57/86.54 (P8(f3(a1),f10(x55651,x55651,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(5567,plain, % 86.57/86.54 (~P8(f11(f10(x55671,x55671,a1),f11(f34(x55672,x55673),x55674,a1),a1),x55674,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,4343,5009,5467,5557,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,5553,5565,3118,1889,5432,2636,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,1316,265,1577,2594,1450,1483,4976,4990,5044,5052,5150,1383,5297,2812,172,2853,2560,1722,267,3787,2548,2840,5518,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,1455,2869,2401,2234,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4461,4791,4514,3355,4793,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,5413,243,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889,890,817,816])). % 86.57/86.54 cnf(5570,plain, % 86.57/86.54 (~P8(f10(f9(f11(f34(x55701,x55702),f10(f3(a1),f34(x55703,x55704),a1),a1),f34(x55703,x55704),a1),f34(x55705,x55706),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,4343,5009,5467,5557,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,5553,5565,3118,1889,5432,2636,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,1316,265,1577,2594,1450,1483,4976,4990,5044,5052,5150,1383,5297,2812,172,2853,2560,1722,267,3787,2548,2840,5518,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,1455,2869,2401,2234,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4686,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4461,4791,4514,3355,4793,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,5413,243,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889,890,817,816,870])). % 86.57/86.54 cnf(5573,plain, % 86.57/86.54 (~P8(f11(f34(x55731,x55732),f10(f9(x55733,f11(f4(a1),f5(x55734,a1),a1),a1),f11(f4(a1),f5(x55734,a1),a1),a1),a1),x55733,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,4343,5009,5467,5557,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,5553,5565,3118,4218,1889,5432,2636,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,1316,265,1577,2594,1450,1483,4976,4990,5044,5052,5150,1383,5297,2812,172,2853,2560,1722,267,3787,2548,2840,5518,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,2564,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,1455,2869,2401,2234,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4686,4742,4850,5024,4952,5376,4493,4767,4428,4449,5019,4898,4454,4461,4791,4514,3355,4793,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,5413,243,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889,890,817,816,870,967])). % 86.57/86.54 cnf(5591,plain, % 86.57/86.54 (~P9(f9(x55911,f11(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2840])). % 86.57/86.54 cnf(5594,plain, % 86.57/86.54 (~P9(f9(x55941,f11(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2840])). % 86.57/86.54 cnf(5597,plain, % 86.57/86.54 (P8(x55971,x55971,a1)), % 86.57/86.54 inference(rename_variables,[],[243])). % 86.57/86.54 cnf(5610,plain, % 86.57/86.54 (~P8(f9(f10(f11(f34(x56101,x56102),f9(f10(x56103,f34(x56104,x56105),a1),f34(x56106,x56107),a1),a1),f34(x56106,x56107),a1),f34(x56104,x56105),a1),x56103,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,4343,5009,5467,5557,3632,2244,5277,1755,3008,2492,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,5553,5565,3118,4218,1889,5432,2636,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,1316,265,2712,1577,2594,3452,1450,1483,4976,4990,5044,5052,5150,1383,5297,2812,172,2853,2560,1722,267,1233,3787,2548,2840,5518,5529,5591,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,5541,2564,3485,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,2704,1428,3467,4141,3789,4265,4119,1455,2869,2401,2234,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4686,4742,4850,5024,4952,5376,4493,4767,4428,4895,4449,5019,4898,4454,4461,4791,4514,3355,4793,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2942,5413,243,5552,1534,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889,890,817,816,870,967,892,1003,885,887,900,886,888,897,894,819,1001,896,891,999,997])). % 86.57/86.54 cnf(5614,plain, % 86.57/86.54 (~P9(f9(x56141,f11(f3(a1),f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2840])). % 86.57/86.54 cnf(5617,plain, % 86.57/86.54 (~P9(f9(f11(f34(x56171,x56172),f10(x56173,f11(f4(a1),f5(x56174,a1),a1),a1),a1),f11(f4(a1),f5(x56174,a1),a1),a1),x56173,a1)), % 86.57/86.54 inference(rename_variables,[],[4341])). % 86.57/86.54 cnf(5625,plain, % 86.57/86.54 (P8(x56251,f9(f11(f34(x56252,x56253),f10(x56251,f34(x56254,x56255),a1),a1),f34(x56254,x56255),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5626,plain, % 86.57/86.54 (P8(f11(f10(f7(x56261,x56261,a1),x56262,a1),x56263,a1),x56263,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(5629,plain, % 86.57/86.54 (P8(x56291,f9(f11(f34(x56292,x56293),f10(x56291,f34(x56294,x56295),a1),a1),f34(x56294,x56295),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5632,plain, % 86.57/86.54 (P8(x56321,f9(f11(f34(x56322,x56323),f10(x56321,f34(x56324,x56325),a1),a1),f34(x56324,x56325),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5633,plain, % 86.57/86.54 (P8(x56331,f9(f11(f34(x56332,x56333),f10(x56331,f34(x56334,x56335),a1),a1),f34(x56334,x56335),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5636,plain, % 86.57/86.54 (P8(f11(f10(f7(x56361,x56361,a1),x56362,a1),x56363,a1),x56363,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(5637,plain, % 86.57/86.54 (P8(x56371,f9(f11(f34(x56372,x56373),f10(x56371,f34(x56374,x56375),a1),a1),f34(x56374,x56375),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(5640,plain, % 86.57/86.54 (~P9(f11(f3(a1),x56401,a1),x56401,a1)), % 86.57/86.54 inference(rename_variables,[],[1483])). % 86.57/86.54 cnf(5644,plain, % 86.57/86.54 (~P9(f10(x56441,x56441,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2942])). % 86.57/86.54 cnf(5648,plain, % 86.57/86.54 (~P8(f9(f9(f11(f34(x56481,x56482),f10(f10(x56483,f34(x56484,x56485),a1),f34(x56486,x56487),a1),a1),f34(x56486,x56487),a1),f34(x56484,x56485),a1),x56483,a1)), % 86.57/86.54 inference(rename_variables,[],[2863])). % 86.57/86.54 cnf(5655,plain, % 86.57/86.54 (~P9(f10(x56551,x56551,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2942])). % 86.57/86.54 cnf(5681,plain, % 86.57/86.54 (~P8(x56811,f13(f10(f11(f34(x56812,x56813),f9(f13(f13(f13(x56811,a1),a1),a1),f34(x56814,x56815),a1),a1),f34(x56814,x56815),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,5508,5625,5629,5633,5637,5632,4343,5009,5467,5557,3632,2244,5277,1755,3008,2492,2863,5648,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,5538,5617,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,5553,5565,3118,4218,1889,5432,5626,2636,1589,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,2056,1316,265,5371,2712,1577,2594,3452,1450,1483,4976,4990,5044,5052,5150,5511,5640,1383,5297,2812,172,2853,2560,1722,267,1233,3787,1544,2548,2840,5518,5529,5591,5594,5614,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,5541,2107,2564,3485,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,5452,2704,1428,3467,4141,3789,4265,4119,1455,2869,2401,2234,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4686,4742,4850,5024,4952,5376,4493,4767,4428,4895,4449,5019,4898,4454,4461,4791,4514,3355,4793,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2228,2942,5413,5505,5644,5655,243,5552,1534,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889,890,817,816,870,967,892,1003,885,887,900,886,888,897,894,819,1001,896,891,999,997,893,818,898,1056,1045,1067,1068,1043,882,941,940,881,942,884,943,1066,3604,3612,449,580,736,1122,654])). % 86.57/86.54 cnf(5685,plain, % 86.57/86.54 (~P8(f11(f11(f34(x56851,x56852),f11(f11(f11(x56853,x56854,a1),f5(x56854,a1),a1),f5(x56855,a1),a1),a1),x56855,a1),x56853,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,5508,5625,5629,5633,5637,5632,4343,5009,5467,5557,3632,2244,5277,1755,3008,2492,2863,5648,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,5538,5617,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,5553,5565,3118,4218,1889,5432,5626,2636,1589,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,2056,1316,265,5371,2712,1577,2594,3452,1450,1483,4976,4990,5044,5052,5150,5511,5640,1383,5297,2812,172,2853,2560,1722,267,1233,3787,1544,2548,2840,5518,5529,5591,5594,5614,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,5541,2107,2564,3485,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,5452,2704,1428,3467,4141,3789,4265,4119,1455,2869,2401,2234,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4686,4742,4850,5024,4952,5376,4493,4767,4428,4895,4449,5019,4898,4454,4461,4791,4514,3355,4793,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2228,2942,5413,5505,5644,5655,243,5552,1534,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889,890,817,816,870,967,892,1003,885,887,900,886,888,897,894,819,1001,896,891,999,997,893,818,898,1056,1045,1067,1068,1043,882,941,940,881,942,884,943,1066,3604,3612,449,580,736,1122,654,596,821])). % 86.57/86.54 cnf(5689,plain, % 86.57/86.54 (~P9(f9(f11(f34(x56891,x56892),f10(f34(x56893,x56894),f34(x56895,x56896),a1),a1),f34(x56895,x56896),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,5508,5625,5629,5633,5637,5632,4343,5009,5467,5557,3632,2244,5277,1755,3008,2492,2863,5648,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,5538,5617,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,5553,5565,3118,4218,1889,5432,5626,2636,1589,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,2056,1316,265,5371,2712,1577,2594,3452,1450,1483,4976,4990,5044,5052,5150,5511,5640,1383,5297,2812,172,2853,2560,1722,267,1233,3787,1544,2548,2840,5518,5529,5591,5594,5614,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,5541,2107,2564,3485,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,5452,2704,1428,3467,4141,3789,4265,4119,1455,2869,2401,2234,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,1377,4534,4356,4686,4742,4850,5024,4952,5376,4493,4767,4428,4895,4449,5019,4898,4454,4461,4791,4514,3355,4793,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2228,2942,5413,5505,5644,5655,243,5552,5597,1534,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889,890,817,816,870,967,892,1003,885,887,900,886,888,897,894,819,1001,896,891,999,997,893,818,898,1056,1045,1067,1068,1043,882,941,940,881,942,884,943,1066,3604,3612,449,580,736,1122,654,596,821,1106,848])). % 86.57/86.54 cnf(5705,plain, % 86.57/86.54 (~P11(f11(x57051,x57052,a1))+P11(f11(x57051,f11(f10(f7(x57053,x57053,a1),x57054,a1),x57052,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5382,5424,5456,5508,5625,5629,5633,5637,5632,4343,5009,5467,5557,3632,2244,5277,1755,3008,2492,2863,5648,1170,5401,2444,3068,2149,1202,2562,4588,4882,4341,5398,5442,5464,5470,5538,5617,4442,3736,4401,3781,4525,5049,5132,5368,5379,5385,5548,5553,5565,3118,4218,1889,5432,5626,5636,2636,1589,247,251,1219,2399,156,1240,2207,173,1281,1381,5198,2056,1316,265,5371,2712,1577,2594,3452,1450,1483,4976,4990,5044,5052,5150,5511,5640,1383,5297,5551,2812,172,2853,2560,1722,1726,267,1233,3787,1544,2548,2840,5518,5529,5591,5594,5614,2873,3116,1506,1581,4323,1390,1515,2319,2120,5416,5541,2107,2564,3485,3471,1686,4971,5101,4036,5169,5181,5258,1760,3777,3146,3422,5003,5420,3510,2876,5452,2704,1428,3467,4141,3789,4265,4119,1229,1455,2869,2401,2234,4206,3667,3691,3384,4987,3694,2333,2965,1211,4842,3176,4562,3718,4293,3052,1926,4762,3760,3105,4734,4398,5171,4410,4552,4569,4612,4630,4652,4658,4672,2997,4505,4590,5060,1377,4534,4356,4686,4742,4850,5024,4952,5376,4493,4767,4428,4895,4449,5019,4898,4454,4461,4791,4514,3355,4793,4696,253,255,5164,5173,5177,5183,5186,5189,5192,5195,5201,5204,5207,5210,5213,5216,5219,5222,5225,5228,5231,5234,5237,5240,5243,5246,5249,5252,5255,5260,5263,5268,5271,5274,5279,5282,5285,5288,5291,5294,5299,5302,5307,5310,5313,5320,5323,5326,5329,5332,5335,5338,5341,5344,5347,5350,5353,5356,5359,5362,2228,2942,5413,5505,5644,5655,243,5552,5597,1534,193,150,190,187,159,179,144,143,2236,3804,4523,4536,4544,4546,4550,4554,4556,4558,4560,4565,4567,4571,4575,4577,4579,4584,4586,4594,4596,4598,4600,4604,4606,4608,4610,4614,4616,4618,4620,4622,4626,4628,4632,4636,4638,4640,4642,4644,4646,4648,4650,4654,4660,4662,4664,4666,4668,4670,4674,4676,4678,4581,1340,1336,192,2351,151,4573,205,206,152,169,170,174,207,214,216,196,146,160,182,162,222,197,157,154,177,186,199,176,553,556,554,514,557,471,462,271,395,559,809,552,558,555,270,577,14,2,913,486,627,529,822,1025,340,693,637,820,528,475,658,683,574,659,622,660,497,661,1128,901,468,688,655,638,823,1107,791,488,1126,793,826,795,811,969,792,527,723,799,397,1123,461,722,346,347,1124,827,662,517,487,912,1125,758,345,686,691,639,657,970,685,689,348,79,344,83,103,91,81,114,70,82,135,88,121,142,123,117,106,68,118,109,137,124,94,89,93,126,129,120,90,100,67,110,102,108,104,75,98,76,86,122,115,72,74,105,92,127,87,125,130,3,97,139,85,84,140,80,71,73,131,112,138,99,78,95,96,141,119,134,136,77,111,128,101,107,853,757,672,955,877,656,876,619,713,854,859,774,705,677,1041,994,960,540,987,674,935,841,708,706,1042,673,356,959,938,479,709,995,937,873,993,710,711,861,875,678,975,1013,671,936,909,707,851,1014,864,473,1015,680,534,747,676,874,910,1022,675,974,1038,1012,1021,607,712,810,992,478,679,749,750,889,890,817,816,870,967,892,1003,885,887,900,886,888,897,894,819,1001,896,891,999,997,893,818,898,1056,1045,1067,1068,1043,882,941,940,881,942,884,943,1066,3604,3612,449,580,736,1122,654,596,821,1106,848,847,961,825,494,398,132,133,116])). % 86.57/86.54 cnf(5706,plain, % 86.57/86.54 (~P9(f9(f11(f34(x57061,x57062),f10(x57063,f34(x57064,x57065),a1),a1),f34(x57064,x57065),a1),x57063,f11(f10(f7(x57066,x57066,a1),x57067,a1),f11(f10(f7(x57068,x57068,a1),x57069,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[5257,3612])). % 86.57/86.54 cnf(5712,plain, % 86.57/86.54 (~P8(f4(a1),f14(f8(f11(f3(a1),f3(a1),a1),a1)),a1)), % 86.57/86.54 inference(scs_inference,[],[5257,1395,2276,5474,3612,553,556,557])). % 86.57/86.54 cnf(5716,plain, % 86.57/86.54 (~P9(f9(f10(f11(f34(x57161,x57162),f9(f10(x57163,f34(x57164,x57165),a1),f34(x57166,x57167),a1),a1),f34(x57166,x57167),a1),f34(x57164,x57165),a1),x57163,a1)), % 86.57/86.54 inference(scs_inference,[],[5257,5610,3762,1395,2276,5474,3612,553,556,557,395,514])). % 86.57/86.54 cnf(5720,plain, % 86.57/86.54 (P8(x57201,f9(f10(f11(f34(x57202,x57203),f9(f10(x57201,f34(x57204,x57205),a1),f34(x57206,x57207),a1),a1),f34(x57206,x57207),a1),f34(x57204,x57205),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[5257,5610,2439,3762,1395,2276,5474,3612,553,556,557,395,514,554,471])). % 86.57/86.54 cnf(5726,plain, % 86.57/86.54 (P9(x57261,f9(f11(f34(x57262,x57263),f10(x57261,f34(x57264,x57265),a1),a1),f34(x57264,x57265),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(5732,plain, % 86.57/86.54 (~E(f11(x57321,f13(f5(f4(a1),a1),a1),a1),x57321)), % 86.57/86.54 inference(rename_variables,[],[4104])). % 86.57/86.54 cnf(5735,plain, % 86.57/86.54 (~P9(f13(f9(f10(f13(x57351,a1),f34(x57352,x57353),a1),f34(x57352,x57353),a1),a1),x57351,a1)), % 86.57/86.54 inference(rename_variables,[],[2424])). % 86.57/86.54 cnf(5744,plain, % 86.57/86.54 (P8(x57441,f5(f5(x57441,a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[1170,5257,5381,5610,4323,2439,3762,1395,1579,2424,4064,2276,4385,4104,5732,5474,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577])). % 86.57/86.54 cnf(5745,plain, % 86.57/86.54 (P8(x57451,f5(x57451,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1170])). % 86.57/86.54 cnf(5749,plain, % 86.57/86.54 (E(f11(f10(f7(x57491,x57491,a1),x57492,a1),f11(x57493,f11(f10(f7(x57494,x57494,a1),x57495,a1),x57496,a1),a1),a1),f11(x57493,x57496,a1))), % 86.57/86.54 inference(scs_inference,[],[1170,5257,5381,5610,4323,2439,3762,1395,1579,2424,4064,2276,4311,4385,4104,5732,3738,5474,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2])). % 86.57/86.54 cnf(5750,plain, % 86.57/86.54 (P9(x57501,f9(f11(f34(x57502,x57503),f10(f5(x57501,a1),f34(x57504,x57505),a1),a1),f34(x57504,x57505),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[1170,5257,5381,5726,5610,4323,2439,3762,1395,1579,2424,4064,2276,4311,4385,4104,5732,3738,5474,151,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623])). % 86.57/86.54 cnf(5751,plain, % 86.57/86.54 (P9(x57511,f9(f11(f34(x57512,x57513),f10(x57511,f34(x57514,x57515),a1),a1),f34(x57514,x57515),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(5753,plain, % 86.57/86.54 (P9(x57531,f11(x57532,f9(f11(f34(x57533,x57534),f10(f5(f7(x57531,x57532,a1),a1),f34(x57535,x57536),a1),a1),f34(x57535,x57536),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[1170,5257,5381,5726,5751,5610,4323,2439,3762,1395,1579,2424,4064,2276,4311,4385,4104,5732,3738,5474,151,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063])). % 86.57/86.54 cnf(5754,plain, % 86.57/86.54 (P9(x57541,f9(f11(f34(x57542,x57543),f10(x57541,f34(x57544,x57545),a1),a1),f34(x57544,x57545),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(5756,plain, % 86.57/86.54 (P9(f7(x57561,f9(f11(f34(x57562,x57563),f10(f5(f7(x57564,x57561,a1),a1),f34(x57565,x57566),a1),a1),f34(x57565,x57566),a1),a1),x57564,a1)), % 86.57/86.54 inference(scs_inference,[],[1170,5257,5381,5726,5751,5754,5610,4323,2439,3762,1395,1579,2424,4064,2276,4311,4385,4104,5732,3738,5474,151,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064])). % 86.57/86.54 cnf(5757,plain, % 86.57/86.54 (P9(x57571,f9(f11(f34(x57572,x57573),f10(x57571,f34(x57574,x57575),a1),a1),f34(x57574,x57575),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(5759,plain, % 86.57/86.54 (P9(x57591,f9(f11(f34(x57592,x57593),f10(f5(f7(f11(x57594,x57591,a1),x57594,a1),a1),f34(x57595,x57596),a1),a1),f34(x57595,x57596),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[1170,5257,5381,5726,5751,5754,5610,4323,2439,3762,1395,1579,2424,4064,2276,4311,4385,4104,5732,3738,5474,187,151,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972])). % 86.57/86.54 cnf(5763,plain, % 86.57/86.54 (~P8(f11(f34(x57631,x57632),f11(f11(f11(f11(x57633,x57634,a1),x57635,a1),f5(x57635,a1),a1),f5(x57634,a1),a1),a1),x57633,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1170,5257,5381,5726,5751,5754,5610,1219,4323,2439,3762,1395,1579,2424,4064,2276,4311,4385,4104,5732,3738,5685,5474,187,151,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820])). % 86.57/86.54 cnf(5767,plain, % 86.57/86.54 (~P8(x57671,f13(f10(f11(f34(x57672,x57673),f9(f13(f13(f13(x57671,a1),a1),a1),f34(x57674,x57675),a1),a1),f34(x57674,x57675),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5681])). % 86.57/86.54 cnf(5797,plain, % 86.57/86.54 (P8(f11(f10(f7(x57971,x57971,a1),x57972,a1),x57973,a1),x57973,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(5808,plain, % 86.57/86.54 (~P8(f10(f9(f11(f34(x58081,x58082),x58083,a1),f34(x58084,x58085),a1),f34(x58084,x58085),a1),x58083,a1)), % 86.57/86.54 inference(rename_variables,[],[3049])). % 86.57/86.54 cnf(5815,plain, % 86.57/86.54 (P8(f11(f10(x58151,x58152,a1),f9(x58153,f3(a1),a1),a1),f11(f10(x58151,x58152,a1),f10(x58154,x58154,a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1170,5257,5381,5726,5751,5754,5610,5054,5431,2657,1889,1219,173,4323,2439,3762,3448,1395,3587,1579,2424,4064,2276,2684,3049,4311,4385,4104,5732,3643,1664,4938,5296,3738,5265,5375,5685,4739,5681,5767,5474,150,187,159,151,182,162,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128])). % 86.57/86.54 cnf(5817,plain, % 86.57/86.54 (E(f11(f10(x58171,x58172,a1),x58173,a1),f11(f10(f7(x58174,x58174,a1),x58175,a1),f11(f10(f7(x58171,x58176,a1),x58172,a1),f11(f10(x58176,x58172,a1),x58173,a1),a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1170,5257,5381,5726,5751,5754,5610,5054,5431,2657,1889,1219,173,4323,2439,3762,3448,1395,3587,1579,3720,2424,4064,2276,2684,3049,4311,4385,4104,5732,3643,1664,4938,5296,3738,5265,5375,5685,4739,5681,5767,5474,150,187,159,151,174,182,162,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901])). % 86.57/86.54 cnf(5822,plain, % 86.57/86.54 (~E(f11(f10(x58221,x58222,a1),f5(f4(a1),a1),a1),f11(f10(x58223,x58222,a1),f11(f10(x58224,x58222,a1),f10(f7(f7(x58221,x58223,a1),x58224,a1),x58222,a1),a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1170,5257,5381,5726,5751,5754,5610,5054,5431,2657,1889,1219,173,4323,2439,3762,3448,1395,3587,1579,3720,2424,4064,2276,2684,3049,4311,4385,4104,5732,3686,3643,1664,4938,5011,5296,3738,5265,5375,5685,4739,5681,5767,5474,150,187,159,151,174,182,162,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107])). % 86.57/86.54 cnf(5851,plain, % 86.57/86.54 (~E(f12(f11(f3(f10(f4(a1),a1,a1)),f34(x58511,x58512),a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1170,5257,5381,5726,5751,5754,5610,5054,5154,5431,2657,1889,1219,173,4323,2439,3762,3448,1395,3587,1579,3720,2424,4131,4064,2276,2684,3049,4082,4311,2729,4457,4385,4104,5732,3686,3643,1664,4938,5011,5296,3738,5166,5265,5375,5685,4739,5567,5681,5767,5474,150,187,159,1321,151,174,160,182,162,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347])). % 86.57/86.54 cnf(5860,plain, % 86.57/86.54 (~P9(f11(f10(x58601,x58602,a1),f11(f34(x58603,x58604),x58605,a1),a1),f11(f10(x58601,x58602,a1),x58605,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5138])). % 86.57/86.54 cnf(5863,plain, % 86.57/86.54 (~P8(f10(f9(f11(f34(x58631,x58632),x58633,a1),f34(x58634,x58635),a1),f34(x58634,x58635),a1),x58633,a1)), % 86.57/86.54 inference(rename_variables,[],[3049])). % 86.57/86.54 cnf(5871,plain, % 86.57/86.54 (P9(f3(a1),f5(f14(f5(f5(f4(a1),a1),a1)),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1170,5257,5381,5726,5751,5754,5610,5054,5154,5431,2657,1889,1219,173,4323,2439,172,3762,3448,3342,2895,1395,3587,1579,3720,2424,4131,4064,2276,2684,3049,5808,4082,4311,2729,4457,4385,4104,5732,3686,3643,1664,4938,5011,5296,3738,5166,5265,5375,5685,4739,5573,5567,5681,5767,5138,5474,150,187,159,1321,151,169,174,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461])). % 86.57/86.54 cnf(5876,plain, % 86.57/86.54 (~P9(f3(a1),f11(f10(f7(x58761,x58761,a1),x58762,a1),f10(f7(x58763,x58763,a1),x58764,a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4323])). % 86.57/86.54 cnf(5877,plain, % 86.57/86.54 (P8(f3(a1),f11(f10(x58771,x58771,a1),f10(x58772,x58772,a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[257])). % 86.57/86.54 cnf(5881,plain, % 86.57/86.54 (~P8(f34(x58811,x58812),f13(f34(x58811,x58812),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1170,5257,5381,5726,5751,5754,5610,5054,5154,5431,2657,1889,1219,257,173,4323,2439,172,3762,3448,3342,2895,1395,3587,1579,3720,2424,4131,4064,2276,2684,3049,5808,4082,4311,2729,4457,4385,4104,5732,3686,3643,1664,4938,5011,5296,3738,5166,5265,5375,5685,4739,5573,5567,5681,5767,5138,5474,150,187,159,1321,151,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758])). % 86.57/86.54 cnf(5900,plain, % 86.57/86.54 (P8(f11(f10(f7(x59001,x59001,a1),x59002,a1),f11(f10(f7(x59003,x59003,a1),x59004,a1),x59005,a1),a1),x59005,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1170,4978,5257,5381,5726,5751,5754,5610,5054,5154,5431,2657,1889,1219,2399,257,173,4323,2439,172,3762,3448,3342,2895,1395,3587,1579,3720,2396,2424,4131,4064,2276,2684,3049,5808,4082,4311,2729,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,1321,151,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970])). % 86.57/86.54 cnf(5906,plain, % 86.57/86.54 (E(x59061,f11(f10(f7(x59062,x59062,a1),x59063,a1),x59061,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5907,plain, % 86.57/86.54 (~E(f8(f14(f5(f5(f4(a1),a1),a1)),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1170,4978,5257,5381,5726,5751,5754,5610,5054,5154,5431,2657,1889,1219,2399,257,173,4323,2439,172,3762,3448,3342,2895,1395,3587,1579,3720,2396,2424,4131,4064,2276,2684,3049,5808,1680,4082,4311,2729,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,1321,5176,151,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344])). % 86.57/86.54 cnf(5910,plain, % 86.57/86.54 (E(x59101,f11(f10(f7(x59102,x59102,a1),x59103,a1),f11(f10(f7(x59104,x59104,a1),x59105,a1),x59101,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[4036])). % 86.57/86.54 cnf(5913,plain, % 86.57/86.54 (P9(x59131,f9(f11(f34(x59132,x59133),f10(x59131,f34(x59134,x59135),a1),a1),f34(x59134,x59135),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(5915,plain, % 86.57/86.54 (E(x59151,f11(f10(f7(x59152,x59152,a1),x59153,a1),x59151,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5916,plain, % 86.57/86.54 (P36(f11(f10(f7(x59161,x59161,a1),x59162,a1),f11(f10(f7(f7(x59163,x59163,a1),x59164,a1),x59165,a1),f11(f10(x59164,x59165,a1),a1,a1),a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1755,1170,4978,5257,5381,5726,5751,5754,5757,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2594,4323,2439,172,3762,3448,3342,2895,1395,3587,1579,2319,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,1680,5906,4082,4311,2729,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,4542,1321,5176,5182,151,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103])). % 86.57/86.54 cnf(5918,plain, % 86.57/86.54 (P57(f11(f10(f7(x59181,x59181,a1),x59182,a1),f11(f10(f7(x59183,x59183,a1),x59184,a1),f10(f4(a1),a1,a1),a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1755,1170,4978,5257,5381,5726,5751,5754,5757,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2594,4323,2439,172,3762,3448,3342,2895,1395,3587,1579,2319,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,1680,5906,4082,4311,2729,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,4542,1321,5176,5182,151,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79])). % 86.57/86.54 cnf(5919,plain, % 86.57/86.54 (E(x59191,f11(f10(f7(x59192,x59192,a1),x59193,a1),f11(f10(f7(x59194,x59194,a1),x59195,a1),x59191,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[4036])). % 86.57/86.54 cnf(5921,plain, % 86.57/86.54 (E(x59211,f11(f10(f7(x59212,x59212,a1),x59213,a1),f11(f10(f7(x59214,x59214,a1),x59215,a1),x59211,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[4036])). % 86.57/86.54 cnf(5923,plain, % 86.57/86.54 (E(x59231,f11(f10(f7(x59232,x59232,a1),x59233,a1),x59231,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5925,plain, % 86.57/86.54 (E(x59251,f11(f10(f7(x59252,x59252,a1),x59253,a1),x59251,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5927,plain, % 86.57/86.54 (E(x59271,f11(f10(f7(x59272,x59272,a1),x59273,a1),x59271,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5928,plain, % 86.57/86.54 (P62(f11(f10(f7(f7(f7(x59281,x59281,a1),f7(x59282,x59282,a1),a1),x59283,a1),x59284,a1),f11(f10(x59283,x59284,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,4982,1755,1170,4978,5257,5381,5726,5751,5754,5757,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2594,4323,2439,172,3762,3448,3342,2895,1395,3587,1579,2319,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,1680,5906,5915,5923,5925,4082,4311,2729,2401,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,4542,3804,1321,5176,5182,5188,5194,5212,5197,151,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117])). % 86.57/86.54 cnf(5931,plain, % 86.57/86.54 (E(x59311,f11(f10(f7(x59312,x59312,a1),x59313,a1),x59311,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5933,plain, % 86.57/86.54 (E(x59331,f11(f10(f7(x59332,x59332,a1),x59333,a1),x59331,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5935,plain, % 86.57/86.54 (E(x59351,f11(f10(f7(x59352,x59352,a1),x59353,a1),x59351,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5937,plain, % 86.57/86.54 (E(x59371,f11(f10(f7(x59372,x59372,a1),x59373,a1),x59371,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5939,plain, % 86.57/86.54 (E(x59391,f11(f10(f7(x59392,x59392,a1),x59393,a1),x59391,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5941,plain, % 86.57/86.54 (E(x59411,f11(f10(f7(x59412,x59412,a1),x59413,a1),x59411,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5943,plain, % 86.57/86.54 (E(x59431,f11(f10(f7(x59432,x59432,a1),x59433,a1),x59431,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5945,plain, % 86.57/86.54 (E(x59451,f11(f10(f7(x59452,x59452,a1),x59453,a1),x59451,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5947,plain, % 86.57/86.54 (E(x59471,f11(f10(f7(x59472,x59472,a1),x59473,a1),x59471,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5949,plain, % 86.57/86.54 (E(x59491,f11(f10(f7(x59492,x59492,a1),x59493,a1),x59491,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5950,plain, % 86.57/86.54 (P8(f13(f5(f4(a1),a1),a1),f9(f3(a1),f5(f4(a1),a1),a1),f11(f10(f7(x59501,x59501,a1),x59502,a1),f11(f10(f7(x59503,x59503,a1),x59504,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1170,4978,5257,5381,5726,5751,5754,5757,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2594,4323,2439,172,3762,3448,3342,2895,1395,3587,1579,2319,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,4082,4311,2729,2401,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,4542,3804,1321,5172,5176,5182,5188,5194,5200,5212,5218,5224,5227,5230,5254,5197,151,5191,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75])). % 86.57/86.54 cnf(5951,plain, % 86.57/86.54 (E(x59511,f11(f10(f7(x59512,x59512,a1),x59513,a1),f11(f10(f7(x59514,x59514,a1),x59515,a1),x59511,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[4036])). % 86.57/86.54 cnf(5953,plain, % 86.57/86.54 (E(x59531,f11(f10(f7(x59532,x59532,a1),x59533,a1),x59531,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5955,plain, % 86.57/86.54 (E(x59551,f11(f10(f7(x59552,x59552,a1),x59553,a1),x59551,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5957,plain, % 86.57/86.54 (E(x59571,f11(f10(f7(x59572,x59572,a1),x59573,a1),x59571,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5959,plain, % 86.57/86.54 (E(x59591,f11(f10(f7(x59592,x59592,a1),x59593,a1),x59591,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5963,plain, % 86.57/86.54 (E(x59631,f11(f10(f7(x59632,x59632,a1),x59633,a1),x59631,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5965,plain, % 86.57/86.54 (E(x59651,f11(f10(f7(x59652,x59652,a1),x59653,a1),x59651,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5967,plain, % 86.57/86.54 (E(x59671,f11(f10(f7(x59672,x59672,a1),x59673,a1),x59671,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5969,plain, % 86.57/86.54 (E(x59691,f11(f10(f7(x59692,x59692,a1),x59693,a1),x59691,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5971,plain, % 86.57/86.54 (E(x59711,f11(f10(f7(x59712,x59712,a1),x59713,a1),x59711,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5972,plain, % 86.57/86.54 (~E(f5(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,1170,4978,5257,5381,5726,5751,5754,5757,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2560,2594,4323,2439,172,3762,3448,3342,2895,1730,1395,3587,1579,2319,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,4082,4311,2729,2401,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5254,5259,5262,5267,5273,5197,151,5191,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74])). % 86.57/86.54 cnf(5973,plain, % 86.57/86.54 (P8(x59731,f5(x59731,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1767])). % 86.57/86.54 cnf(5975,plain, % 86.57/86.54 (E(x59751,f11(f10(f7(x59752,x59752,a1),x59753,a1),x59751,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5977,plain, % 86.57/86.54 (E(x59771,f11(f10(f7(x59772,x59772,a1),x59773,a1),x59771,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5979,plain, % 86.57/86.54 (E(x59791,f11(f10(f7(x59792,x59792,a1),x59793,a1),x59791,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5980,plain, % 86.57/86.54 (P35(f11(f10(f7(x59801,x59801,a1),x59802,a1),f11(f10(f7(f7(x59803,x59803,a1),x59804,a1),x59805,a1),f11(f10(x59804,x59805,a1),a1,a1),a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,1170,4978,5257,5381,5726,5751,5754,5757,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2560,2594,4323,2439,172,3762,3448,3342,2895,1730,2564,1395,3587,1579,2319,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,4082,4311,2729,2401,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5245,5251,5254,5259,5262,5267,5273,5306,5197,151,5191,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85])). % 86.57/86.54 cnf(5982,plain, % 86.57/86.54 (E(x59821,f11(f10(f7(x59822,x59822,a1),x59823,a1),x59821,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5984,plain, % 86.57/86.54 (E(x59841,f11(f10(f7(x59842,x59842,a1),x59843,a1),x59841,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5988,plain, % 86.57/86.54 (E(x59881,f11(f10(f7(x59882,x59882,a1),x59883,a1),x59881,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5990,plain, % 86.57/86.54 (E(x59901,f11(f10(f7(x59902,x59902,a1),x59903,a1),x59901,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5992,plain, % 86.57/86.54 (E(x59921,f11(f10(f7(x59922,x59922,a1),x59923,a1),x59921,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5994,plain, % 86.57/86.54 (E(x59941,f11(f10(f7(x59942,x59942,a1),x59943,a1),x59941,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5996,plain, % 86.57/86.54 (E(x59961,f11(f10(f7(x59962,x59962,a1),x59963,a1),x59961,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(5997,plain, % 86.57/86.54 (P9(x59971,f9(f11(f34(x59972,x59973),f10(x59971,f34(x59974,x59975),a1),a1),f34(x59974,x59975),a1),f11(f10(f7(x59976,x59976,a1),x59977,a1),f11(f10(f7(x59978,x59978,a1),x59979,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2560,2594,4323,2439,172,3762,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,4082,4311,2729,2401,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5245,5251,5254,5259,5262,5267,5273,5284,5290,5306,5309,5322,5328,5197,151,5191,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71])). % 86.57/86.54 cnf(6000,plain, % 86.57/86.54 (E(x60001,f11(f10(f7(x60002,x60002,a1),x60003,a1),x60001,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6002,plain, % 86.57/86.54 (E(x60021,f11(f10(f7(x60022,x60022,a1),x60023,a1),x60021,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6004,plain, % 86.57/86.54 (E(x60041,f11(f10(f7(x60042,x60042,a1),x60043,a1),x60041,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6005,plain, % 86.57/86.54 (~E(f11(f11(x60051,f11(f10(f7(x60052,x60052,a1),x60053,a1),x60054,a1),a1),f4(a1),a1),f11(x60051,x60054,a1))), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2560,2594,4323,2439,172,3762,1726,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,1373,4082,4311,2729,2401,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,3738,5166,5265,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,150,187,159,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5284,5290,5306,5309,5322,5328,5197,151,5191,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3])). % 86.57/86.54 cnf(6008,plain, % 86.57/86.54 (E(x60081,f11(f10(f7(x60082,x60082,a1),x60083,a1),x60081,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6010,plain, % 86.57/86.54 (E(x60101,f11(f10(f7(x60102,x60102,a1),x60103,a1),x60101,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6012,plain, % 86.57/86.54 (E(x60121,f11(f10(f7(x60122,x60122,a1),x60123,a1),x60121,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6014,plain, % 86.57/86.54 (E(x60141,f11(f10(f7(x60142,x60142,a1),x60143,a1),x60141,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6016,plain, % 86.57/86.54 (E(x60161,f11(f10(f7(x60162,x60162,a1),x60163,a1),x60161,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6018,plain, % 86.57/86.54 (E(x60181,f11(f10(f7(x60182,x60182,a1),x60183,a1),x60181,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6020,plain, % 86.57/86.54 (E(x60201,f11(f10(f7(x60202,x60202,a1),x60203,a1),x60201,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6022,plain, % 86.57/86.54 (E(x60221,f11(f10(f7(x60222,x60222,a1),x60223,a1),x60221,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6024,plain, % 86.57/86.54 (E(x60241,f11(f10(f7(x60242,x60242,a1),x60243,a1),x60241,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6026,plain, % 86.57/86.54 (E(x60261,f11(f10(f7(x60262,x60262,a1),x60263,a1),x60261,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6028,plain, % 86.57/86.54 (E(x60281,f11(f10(f7(x60282,x60282,a1),x60283,a1),x60281,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6030,plain, % 86.57/86.54 (E(x60301,f11(f10(f7(x60302,x60302,a1),x60303,a1),x60301,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6032,plain, % 86.57/86.54 (E(x60321,f11(f10(f7(x60322,x60322,a1),x60323,a1),x60321,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6034,plain, % 86.57/86.54 (E(x60341,f11(f10(f7(x60342,x60342,a1),x60343,a1),x60341,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6036,plain, % 86.57/86.54 (E(x60361,f11(f10(f7(x60362,x60362,a1),x60363,a1),x60361,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6038,plain, % 86.57/86.54 (E(x60381,f11(f10(f7(x60382,x60382,a1),x60383,a1),x60381,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6040,plain, % 86.57/86.54 (E(x60401,f11(f10(f7(x60402,x60402,a1),x60403,a1),x60401,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6042,plain, % 86.57/86.54 (E(x60421,f11(f10(f7(x60422,x60422,a1),x60423,a1),x60421,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6044,plain, % 86.57/86.54 (E(x60441,f11(f10(f7(x60442,x60442,a1),x60443,a1),x60441,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6046,plain, % 86.57/86.54 (E(x60461,f11(f10(f7(x60462,x60462,a1),x60463,a1),x60461,a1))), % 86.57/86.54 inference(rename_variables,[],[1680])). % 86.57/86.54 cnf(6051,plain, % 86.57/86.54 (~P8(f10(f9(f9(f11(f34(x60511,x60512),f10(x60513,f34(x60514,x60515),a1),a1),f34(x60514,x60515),a1),f34(x60516,x60517),a1),f34(x60516,x60517),a1),x60513,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,5610,5054,5154,5431,2657,1889,1219,2399,257,173,2560,2812,2594,4323,2439,172,3762,1726,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,2118,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4311,2729,2401,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5166,5265,5023,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,150,187,159,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,152,169,174,146,160,182,162,222,157,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955])). % 86.57/86.54 cnf(6052,plain, % 86.57/86.54 (~P8(f10(f10(f9(f9(f11(f34(x60521,x60522),x60523,a1),f34(x60524,x60525),a1),f34(x60526,x60527),a1),f34(x60526,x60527),a1),f34(x60524,x60525),a1),x60523,a1)), % 86.57/86.54 inference(rename_variables,[],[5023])). % 86.57/86.54 cnf(6055,plain, % 86.57/86.54 (P8(f3(a1),f10(x60551,x60551,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(6058,plain, % 86.57/86.54 (P8(f3(a1),f10(x60581,x60581,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(6060,plain, % 86.57/86.54 (E(a1,f11(f10(f7(f7(x60601,x60601,a1),x60602,a1),x60603,a1),f11(f10(x60602,x60603,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,5610,5054,5154,5431,2657,4525,6055,1889,1219,2399,257,173,2560,2812,2594,4323,2439,172,3762,1726,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4311,2729,2401,4457,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5166,5265,5023,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,150,187,159,179,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,152,169,170,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619])). % 86.57/86.54 cnf(6068,plain, % 86.57/86.54 (~P8(f11(f10(f14(f34(x60681,x60682)),f14(f34(x60681,x60682)),a1),f10(x60683,x60683,a1),a1),f10(f7(x60684,x60684,a1),x60685,a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,5610,5054,5154,5431,2657,4525,6055,1889,5797,1219,2399,257,173,2560,2812,2594,4323,2439,172,3762,1726,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4311,2729,2401,4457,3731,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5166,5265,5023,6052,5540,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,150,187,159,179,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,206,152,169,170,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935])). % 86.57/86.54 cnf(6075,plain, % 86.57/86.54 (P9(x60751,f9(f11(f34(x60752,x60753),f10(x60751,f34(x60754,x60755),a1),a1),f34(x60754,x60755),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6077,plain, % 86.57/86.54 (~P8(f11(f10(f7(x60771,x60771,a1),x60772,a1),f11(f34(x60773,x60774),f11(f10(f7(x60775,x60775,a1),x60776,a1),x60777,a1),a1),a1),x60777,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,5610,5054,5154,5431,2657,4525,6055,1889,5797,247,1219,2399,257,173,2560,2812,2594,4323,2439,172,3762,1726,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4911,4311,2729,2401,1480,4457,3731,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5166,5265,5023,6052,5540,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,150,187,159,179,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,206,152,169,170,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987])). % 86.57/86.54 cnf(6082,plain, % 86.57/86.54 (~P9(f10(x60821,x60821,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2942])). % 86.57/86.54 cnf(6084,plain, % 86.57/86.54 (P8(f11(f10(f7(x60841,x60841,a1),x60842,a1),f3(a1),a1),f10(x60843,x60843,a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,5610,5054,5154,5431,2657,4525,6055,6058,1889,5797,247,1219,2399,257,173,2560,2812,2594,4323,2439,172,3762,1726,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4911,4311,2729,2401,1480,4457,3731,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5543,5166,5265,5023,6052,5540,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,2942,150,187,159,179,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,206,152,169,170,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705])). % 86.57/86.54 cnf(6085,plain, % 86.57/86.54 (P8(f11(f10(f7(x60851,x60851,a1),x60852,a1),x60853,a1),x60853,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(6092,plain, % 86.57/86.54 (~P9(f11(f9(f11(f34(x60921,x60922),f10(f11(f10(f14(f3(a1)),f14(f3(a1)),a1),f10(x60923,x60923,a1),a1),f34(x60924,x60925),a1),a1),f34(x60924,x60925),a1),x60926,a1),x60926,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,6075,5610,5054,5154,5431,2657,4525,6055,6058,1889,5797,247,1219,2399,257,173,2560,2812,2594,4323,2439,172,3762,1726,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4911,4311,2729,2401,1480,4457,3731,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5543,5166,5265,5023,6052,5540,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,2942,150,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,206,152,169,170,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938])). % 86.57/86.54 cnf(6094,plain, % 86.57/86.54 (P9(x60941,f9(f11(f34(x60942,x60943),f10(x60941,f34(x60944,x60945),a1),a1),f34(x60944,x60945),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6096,plain, % 86.57/86.54 (~P9(x60961,f10(f9(f10(f9(x60961,f34(x60962,x60963),a1),f11(f4(a1),f5(x60964,a1),a1),a1),f11(f4(a1),f5(x60964,a1),a1),a1),f34(x60962,x60963),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,6075,5610,5054,5154,5431,2657,4525,6055,6058,1889,5797,247,1219,2399,257,173,2560,2812,2594,4323,2439,172,3762,1726,3448,3342,2895,1730,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4911,4311,2729,2401,1480,4457,3731,4385,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5543,5166,5265,5023,6052,5540,4777,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,2942,150,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,206,152,169,170,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959])). % 86.57/86.54 cnf(6101,plain, % 86.57/86.54 (P9(x61011,f9(f11(f34(x61012,x61013),f10(x61011,f34(x61014,x61015),a1),a1),f34(x61014,x61015),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6104,plain, % 86.57/86.54 (~P9(x61041,x61041,a1)), % 86.57/86.54 inference(rename_variables,[],[265])). % 86.57/86.54 cnf(6105,plain, % 86.57/86.54 (P9(x61051,f9(f11(f34(x61052,x61053),f10(x61051,f34(x61054,x61055),a1),a1),f34(x61054,x61055),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6113,plain, % 86.57/86.54 (~P9(x61131,x61131,a1)), % 86.57/86.54 inference(rename_variables,[],[265])). % 86.57/86.54 cnf(6114,plain, % 86.57/86.54 (P9(x61141,f9(f11(f34(x61142,x61143),f10(x61141,f34(x61144,x61145),a1),a1),f34(x61144,x61145),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6116,plain, % 86.57/86.54 (~E(f10(f14(f11(f3(a1),f4(a1),a1)),f14(f11(f3(a1),f4(a1),a1)),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,5610,5054,5154,5431,2657,4525,6055,6058,1889,5797,247,1219,2399,257,173,2560,265,6104,2812,2594,4323,2439,172,3762,1726,3448,3342,268,2895,1730,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4911,4311,2729,2401,1480,4457,3731,4385,2833,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5543,5166,5265,5023,6052,5540,4777,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,2942,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,206,152,169,170,216,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479])). % 86.57/86.54 cnf(6122,plain, % 86.57/86.54 (P8(x61221,f11(f10(f7(x61222,x61222,a1),x61223,a1),f9(f11(f34(x61224,x61225),f10(x61221,f34(x61226,x61227),a1),a1),f34(x61226,x61227),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,1170,4978,5257,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,5610,5054,5154,5431,2657,4525,6055,6058,3118,1889,5797,247,1219,2399,257,2207,173,2560,265,6104,2812,2594,4323,2439,172,3762,1726,3448,3342,268,2895,1730,4514,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4911,4311,2729,2401,1480,4457,3731,4385,2833,4104,5732,3686,2415,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5543,5166,5265,4351,5023,6052,5540,4777,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,2942,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,151,5191,205,206,152,169,170,216,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706])). % 86.57/86.54 cnf(6142,plain, % 86.57/86.54 (P9(x61421,f5(f9(f11(f34(x61422,x61423),f10(x61421,f34(x61424,x61425),a1),a1),f34(x61424,x61425),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1755,1767,5973,2492,1170,5745,4978,5257,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,5610,5054,5154,5431,2657,4525,6055,6058,3118,1889,5797,247,251,1219,2399,1240,257,2207,173,2560,265,6104,2812,2594,4323,5876,2439,172,3762,1726,3448,3342,3116,268,2895,1730,4514,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4311,2729,2401,1480,4457,3731,4385,2833,4104,5732,3686,2415,3684,3643,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,3738,5543,5166,5265,4351,5023,6052,5540,4777,5375,5685,4739,5441,5573,5567,5681,5767,5138,5474,3832,2942,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,151,5191,205,206,152,169,170,216,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707])). % 86.57/86.54 cnf(6148,plain, % 86.57/86.54 (P9(x61481,f9(f11(f34(x61482,x61483),f10(x61481,f34(x61484,x61485),a1),a1),f34(x61484,x61485),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6153,plain, % 86.57/86.54 (~P9(x61531,f11(f10(f7(x61532,x61532,a1),x61533,a1),x61531,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1701])). % 86.57/86.54 cnf(6167,plain, % 86.57/86.54 (~P8(f10(f11(f34(x61671,x61672),f9(f10(f3(a1),f34(x61673,x61674),a1),f34(x61675,x61676),a1),a1),f34(x61675,x61676),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1167,1755,1767,5973,2492,1170,5745,4978,5257,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,5610,5054,5154,5431,2657,4525,6055,6058,3118,1889,5797,247,251,1219,2399,156,1240,257,2207,173,2560,265,6104,2812,2594,1448,4323,5876,2439,172,3762,1726,3448,3342,3116,268,2895,2095,1730,4514,2564,1395,3587,2133,1579,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4311,2729,2401,1480,4457,3731,4385,2833,4104,5732,3686,2415,3684,3643,3755,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5540,4777,5375,5685,4739,5441,5573,5567,5681,5767,5138,5159,4106,5474,3832,2942,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,151,5191,205,206,152,169,170,216,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851])). % 86.57/86.54 cnf(6168,plain, % 86.57/86.54 (~P8(f9(f10(f11(f34(x61681,x61682),f9(f10(x61683,f34(x61684,x61685),a1),f34(x61686,x61687),a1),a1),f34(x61686,x61687),a1),f34(x61684,x61685),a1),x61683,a1)), % 86.57/86.54 inference(rename_variables,[],[5610])). % 86.57/86.54 cnf(6171,plain, % 86.57/86.54 (P9(x61711,f9(f11(f34(x61712,x61713),f10(x61711,f34(x61714,x61715),a1),a1),f34(x61714,x61715),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6174,plain, % 86.57/86.54 (P8(x61741,f9(f11(f34(x61742,x61743),f10(x61741,f34(x61744,x61745),a1),a1),f34(x61744,x61745),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(6197,plain, % 86.57/86.54 (~E(f10(f12(f4(a1),a1),f12(f4(a1),a1),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1167,1755,1767,5973,2444,2492,1170,5745,4978,5257,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,5610,5054,5154,5431,3949,2657,4525,6055,6058,3118,1889,5797,247,251,1219,2399,156,1240,257,2207,173,2560,265,6104,2812,2594,1448,4323,5876,2439,172,1312,3762,1726,3448,3342,3116,268,2895,2095,1730,4514,1237,2564,1395,1248,3587,2133,1579,1245,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4311,2729,2401,1480,4457,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5296,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4777,5375,5685,4739,5441,5573,5567,5681,5767,5138,5159,4106,5474,3832,4562,2942,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,151,5191,205,206,152,169,170,214,216,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478])). % 86.57/86.54 cnf(6206,plain, % 86.57/86.54 (~P8(f3(a1),f11(f10(f7(f7(x62061,x62061,a1),f11(f5(f4(a1),a1),f3(a1),a1),a1),f11(f5(f4(a1),a1),f3(a1),a1),a1),f3(a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,1662,4982,1167,1755,1767,5973,2444,2492,1170,5745,4978,5257,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,5610,5054,5154,5431,3949,2657,4525,6055,6058,3118,1889,5797,247,251,1219,2399,156,1240,257,2207,173,2560,265,6104,2812,2594,1448,4323,5876,2439,172,1312,3762,1726,3448,3342,3116,268,2895,2095,1730,4514,2932,1237,2564,1395,1248,3587,2133,1579,1245,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4777,5375,5685,4739,5441,5573,5567,5681,5767,5138,5159,4106,5474,3832,4562,2942,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,146,160,182,162,222,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750])). % 86.57/86.54 cnf(6212,plain, % 86.57/86.54 (P8(x62121,f9(f11(f34(x62122,x62123),f10(x62121,f34(x62124,x62125),a1),a1),f34(x62124,x62125),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(6217,plain, % 86.57/86.54 (~P8(f11(f34(x62171,x62172),f10(f11(f10(f7(x62173,x62173,a1),x62174,a1),f3(a1),a1),f34(x62175,x62176),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,6174,1662,4982,1167,1755,1767,5973,2444,2492,1170,5745,4978,5257,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,5610,5054,5154,5431,3949,2657,4525,6055,6058,3118,1889,5797,247,251,1219,2399,156,1240,257,2207,173,2560,265,6104,2812,2594,1448,4323,5876,2439,172,1312,3762,1726,3448,3342,3116,268,4188,2895,2095,1730,4514,2932,1237,2564,1395,1248,3587,2133,1579,1245,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4053,4777,5375,5685,4739,5441,5573,5567,5681,5767,4995,5138,5159,4106,5490,5474,3832,4562,2942,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,146,160,182,162,222,197,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750,817,890,870])). % 86.57/86.54 cnf(6222,plain, % 86.57/86.54 (~P8(f10(f11(f34(x62221,x62222),f9(f10(f9(x62223,f34(x62224,x62225),a1),f34(x62224,x62225),a1),f34(x62226,x62227),a1),a1),f34(x62226,x62227),a1),x62223,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,6174,1662,4982,1167,1755,1767,5973,2444,2492,1170,5745,4978,5257,5105,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,5610,6168,5054,5154,5431,3949,2657,4525,6055,6058,3118,1889,5797,247,251,1219,2399,156,1240,257,2207,173,2560,265,6104,2812,2594,1448,4323,5876,2439,172,1312,3762,1726,3448,3342,3116,268,4188,2895,2095,1730,4514,2932,1237,2564,1395,1248,3587,2133,1579,1245,2319,1271,2118,1738,3720,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4053,4777,5375,5685,4739,5441,5573,5567,5681,5767,4995,5138,5159,4106,5490,5474,3832,4562,2942,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,146,160,182,162,222,197,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750,817,890,870,1003,967])). % 86.57/86.54 cnf(6232,plain, % 86.57/86.54 (~P9(f7(x62321,x62321,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2107])). % 86.57/86.54 cnf(6253,plain, % 86.57/86.54 (~P9(f7(x62531,x62531,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2107])). % 86.57/86.54 cnf(6255,plain, % 86.57/86.54 (~P8(f9(f34(x62551,x62552),f9(f11(f34(x62553,x62554),f10(f3(a1),f34(x62555,x62556),a1),a1),f34(x62555,x62556),a1),a1),f7(x62557,x62557,a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,6174,1662,4982,1167,1755,1767,5973,2444,2492,1170,5745,4978,5257,5105,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,6171,5610,6168,5054,5154,5431,3949,1198,2657,4525,6055,6058,3118,1889,5797,247,251,1219,2399,156,1240,257,2207,173,2560,265,6104,2812,2594,1448,4323,5876,2439,172,1312,3762,1726,3448,3342,3116,268,4188,2895,2095,1730,4514,2932,2107,6232,1237,2564,1395,1248,3587,2133,1579,1245,2319,1271,2118,1738,3720,1667,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4475,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4053,4777,5375,5685,4739,5441,5573,5567,5681,5767,4995,5138,5860,5159,4106,5490,5474,3832,1992,4562,2228,2942,1534,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,146,160,182,162,222,197,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750,817,890,870,1003,967,892,885,886,894,887,900,888,1001,896,891,819,897,997])). % 86.57/86.54 cnf(6257,plain, % 86.57/86.54 (P9(x62571,f9(f11(f34(x62572,x62573),f10(x62571,f34(x62574,x62575),a1),a1),f34(x62574,x62575),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6260,plain, % 86.57/86.54 (~P9(f7(x62601,x62601,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2107])). % 86.57/86.54 cnf(6264,plain, % 86.57/86.54 (P9(x62641,f9(f11(f34(x62642,x62643),f10(x62641,f34(x62644,x62645),a1),a1),f34(x62644,x62645),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6267,plain, % 86.57/86.54 (~P9(x62671,x62671,a1)), % 86.57/86.54 inference(rename_variables,[],[265])). % 86.57/86.54 cnf(6268,plain, % 86.57/86.54 (P9(x62681,f9(f11(f34(x62682,x62683),f10(x62681,f34(x62684,x62685),a1),a1),f34(x62684,x62685),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6274,plain, % 86.57/86.54 (~P9(x62741,x62741,a1)), % 86.57/86.54 inference(rename_variables,[],[265])). % 86.57/86.54 cnf(6280,plain, % 86.57/86.54 (P8(x62801,f9(f11(f34(x62802,x62803),f10(x62801,f34(x62804,x62805),a1),a1),f34(x62804,x62805),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(6281,plain, % 86.57/86.54 (P8(f11(f10(f7(x62811,x62811,a1),x62812,a1),x62813,a1),x62813,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(6284,plain, % 86.57/86.54 (P8(x62841,f9(f11(f34(x62842,x62843),f10(x62841,f34(x62844,x62845),a1),a1),f34(x62844,x62845),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(6291,plain, % 86.57/86.54 (~P9(f3(a1),f11(f10(f7(x62911,x62911,a1),x62912,a1),f10(f7(x62913,x62913,a1),x62914,a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4323])). % 86.57/86.54 cnf(6292,plain, % 86.57/86.54 (~P9(f11(f10(x62921,x62921,a1),f10(x62922,x62922,a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2646])). % 86.57/86.54 cnf(6295,plain, % 86.57/86.54 (~P9(x62951,x62951,a1)), % 86.57/86.54 inference(rename_variables,[],[265])). % 86.57/86.54 cnf(6302,plain, % 86.57/86.54 (~P9(f3(a1),f11(f10(f7(x63021,x63021,a1),x63022,a1),f10(f7(x63023,x63023,a1),x63024,a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4323])). % 86.57/86.54 cnf(6303,plain, % 86.57/86.54 (~P9(f11(f10(x63031,x63031,a1),f10(x63032,x63032,a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2646])). % 86.57/86.54 cnf(6306,plain, % 86.57/86.54 (~P9(f3(a1),f11(f10(f7(x63061,x63061,a1),x63062,a1),f10(f7(x63063,x63063,a1),x63064,a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4323])). % 86.57/86.54 cnf(6307,plain, % 86.57/86.54 (~P9(f11(f10(x63071,x63071,a1),f10(x63072,x63072,a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2646])). % 86.57/86.54 cnf(6310,plain, % 86.57/86.54 (~P9(f9(x63101,f11(f10(f7(x63102,x63102,a1),f7(x63102,x63102,a1),a1),f10(f7(x63103,x63103,a1),f7(x63103,x63103,a1),a1),a1),a1),f11(f10(f7(x63102,x63102,a1),f7(x63102,x63102,a1),a1),f10(f7(x63103,x63103,a1),f7(x63103,x63103,a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,6174,6212,6280,6284,1662,4982,1167,1755,1767,5973,2444,2492,2863,1170,5745,1589,4978,5257,5105,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,6171,6257,6264,6268,5610,6168,5054,5154,5431,5039,3949,1198,4341,2657,4525,6055,6058,3118,1889,5797,6085,6281,247,251,1219,2399,156,1240,257,5877,2207,173,1471,2560,265,6104,6113,6267,6274,6295,2812,2594,1448,4323,5876,6291,6302,6306,2439,172,1312,3762,1726,3448,3342,3116,268,4188,2895,2095,1730,4514,2932,2107,6232,6253,6260,1237,2564,1395,1248,3587,2133,2646,6292,6303,6307,1579,1245,2319,1271,2118,1738,3720,1667,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,3768,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4475,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4053,4777,5375,5685,4739,5441,5573,5567,5681,5767,4995,5138,5860,5159,4106,5490,5474,3832,1992,4562,2228,2942,6082,1534,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,207,146,160,182,162,222,197,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750,817,890,870,1003,967,892,885,886,894,887,900,888,1001,896,891,819,897,997,893,999,818,898,1044,1050,1045,1067,1043,941,882,940,942,884,943])). % 86.57/86.54 cnf(6314,plain, % 86.57/86.54 (P8(f13(f9(f3(a1),f5(f4(a1),a1),a1),f10(f4(a1),a1,a1)),f13(f13(f5(f4(a1),a1),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[2286,6174,6212,6280,6284,1662,4982,1167,1755,1767,5973,2444,2492,2863,1170,5745,1589,4978,5257,5105,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,6171,6257,6264,6268,5610,6168,5054,5154,5431,5039,3949,1198,4341,2657,4525,6055,6058,3118,1889,5797,6085,6281,247,251,1219,2399,156,1240,257,5877,2207,173,1471,2560,265,6104,6113,6267,6274,6295,2812,2594,1448,4323,5876,6291,6302,6306,2439,172,1312,3762,1726,3448,3342,3116,268,4188,2895,2095,1730,4514,2932,2107,6232,6253,6260,1237,2564,1395,1248,3587,2133,2646,6292,6303,6307,1579,1245,2319,1271,2118,1738,3720,1667,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,3768,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4475,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4053,4777,5375,5685,4739,5441,5573,5567,5681,5767,4995,5138,5860,5159,4106,5490,5474,3832,1992,4562,2228,2942,6082,1534,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,207,146,160,182,162,222,197,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750,817,890,870,1003,967,892,885,886,894,887,900,888,1001,896,891,819,897,997,893,999,818,898,1044,1050,1045,1067,1043,941,882,940,942,884,943,1591])). % 86.57/86.54 cnf(6316,plain, % 86.57/86.54 (~E(f11(x63161,f11(f10(f7(x63162,x63162,a1),x63163,a1),f4(a1),a1),a1),x63161)), % 86.57/86.54 inference(scs_inference,[],[2286,6174,6212,6280,6284,1662,4982,1167,1755,1767,5973,2444,2492,2863,1170,5745,1589,4978,5257,5105,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,6171,6257,6264,6268,5610,6168,5054,5154,5431,5039,3949,1198,4341,2657,4525,6055,6058,3118,1889,5797,6085,6281,247,251,1219,2399,156,1240,257,5877,2207,173,1471,2560,265,6104,6113,6267,6274,6295,2812,2594,1448,4323,5876,6291,6302,6306,2439,172,1312,3762,1726,3448,3342,3116,268,4188,2895,2095,1730,4514,2932,2107,6232,6253,6260,1237,2564,1395,1248,3587,2133,2646,6292,6303,6307,1579,1245,2319,1271,2118,1738,3720,1667,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,3768,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4475,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4053,4777,5375,5685,4739,5441,5573,5567,5681,5767,4995,5138,5860,5159,4106,5490,5474,3832,1992,4562,2228,2942,6082,1534,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,207,146,160,182,162,222,197,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750,817,890,870,1003,967,892,885,886,894,887,900,888,1001,896,891,819,897,997,893,999,818,898,1044,1050,1045,1067,1043,941,882,940,942,884,943,1591,13])). % 86.57/86.54 cnf(6329,plain, % 86.57/86.54 (~P8(f10(f9(f11(f34(x63291,x63292),f11(f11(x63293,x63294,a1),f5(x63294,a1),a1),a1),f34(x63295,x63296),a1),f34(x63295,x63296),a1),x63293,a1)), % 86.57/86.54 inference(scs_inference,[],[2286,6174,6212,6280,6284,1662,4982,1167,1755,1767,5973,2444,2492,2863,1170,5745,1589,4978,5257,5105,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,6171,6257,6264,6268,5610,6168,5054,5154,5431,5039,3949,1198,4341,2657,4525,6055,6058,3118,1889,5797,6085,6281,247,251,1219,2399,156,1240,257,5877,2207,173,1471,2560,265,6104,6113,6267,6274,6295,2812,2594,1448,4323,5876,6291,6302,6306,2439,172,1312,3762,1726,3448,3342,3116,268,4188,2895,2095,1730,4514,2932,2107,6232,6253,6260,1237,2564,1395,1248,3587,2133,2646,6292,6303,6307,1579,1245,2319,1271,2118,1738,3720,1667,2396,2424,5735,4131,4064,2276,2684,3049,5808,5863,1701,6153,3768,4036,5910,5919,5921,5951,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4475,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4053,4777,5375,5685,4739,5441,5573,5567,5681,5767,4995,5138,5860,5159,4106,5490,5474,3832,1992,4562,2228,2942,6082,1534,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,207,146,160,182,162,222,197,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750,817,890,870,1003,967,892,885,886,894,887,900,888,1001,896,891,819,897,997,893,999,818,898,1044,1050,1045,1067,1043,941,882,940,942,884,943,1591,13,449,770,580,1122,624,596,821])). % 86.57/86.54 cnf(6336,plain, % 86.57/86.54 (E(f11(x63361,x63362,a1),f11(x63361,f11(f10(f7(x63363,x63363,a1),x63364,a1),x63362,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[1726])). % 86.57/86.54 cnf(6338,plain, % 86.57/86.54 (~P11(f11(f10(x63381,x63382,a1),x63383,a1))+P11(f11(f10(x63384,x63382,a1),f11(f10(f7(x63381,x63384,a1),x63382,a1),x63383,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,6174,6212,6280,6284,1662,4982,1167,1755,1767,5973,2444,2492,2863,1170,5745,1589,4978,5257,5105,5381,5726,5751,5754,5757,5913,6075,6094,6101,6105,6114,6148,6171,6257,6264,6268,5610,6168,5054,5154,5431,5039,3949,1198,4341,2657,4525,6055,6058,3118,1889,5797,6085,6281,247,251,1219,2399,156,1240,257,5877,2207,173,1471,2560,265,6104,6113,6267,6274,6295,2812,2594,1448,4323,5876,6291,6302,6306,2439,172,1312,3762,1726,6336,3448,3342,3116,268,4188,2895,2095,1841,1730,4514,2932,2107,6232,6253,6260,1237,2564,1395,1248,3587,2133,2646,6292,6303,6307,1579,1245,2319,1271,2118,1738,3720,1667,2396,2424,5735,4131,4064,2276,2684,1884,3049,5808,5863,1701,6153,3768,4036,5910,5919,5921,5951,3954,2792,1680,5906,5915,5923,5925,5927,5931,5933,5935,5937,5939,5941,5943,5945,5947,5949,5953,5955,5957,5959,5963,5965,5967,5969,5971,5975,5977,5979,5982,5984,5988,5990,5992,5994,5996,6000,6002,6004,6008,6010,6012,6014,6016,6018,6020,6022,6024,6026,6028,6030,6032,6034,6036,6038,6040,6042,6044,6046,1373,4082,4247,4911,4475,4311,2729,2401,1480,4457,4656,3731,4385,2833,4104,5732,3686,2415,2389,3684,3643,3755,1664,4938,5011,5066,5296,5447,5203,5233,5242,5248,5312,5331,5361,1213,3738,5543,5166,5265,4351,5023,6052,5126,5540,4053,4777,5375,5685,4739,5441,5573,5567,5681,5767,4995,5138,5860,5159,4106,5490,5474,3832,1992,4562,2228,2942,6082,1534,150,190,187,159,179,144,143,4542,3804,1321,5172,5176,5182,5185,5188,5194,5200,5206,5209,5212,5215,5218,5221,5224,5227,5230,5236,5239,5245,5251,5254,5259,5262,5267,5270,5273,5278,5281,5284,5287,5290,5293,5298,5301,5306,5309,5319,5322,5325,5328,5334,5337,5340,5343,5346,5349,5352,5355,5358,5364,5197,1340,1336,192,151,5191,205,206,152,169,170,214,216,174,207,146,160,182,162,222,197,157,177,154,186,199,176,3612,553,556,557,395,514,554,471,809,462,559,271,555,270,552,558,577,14,2,623,1063,1064,972,913,820,654,627,340,529,658,637,659,661,475,622,1106,822,683,693,528,826,574,638,497,793,1128,901,488,1107,660,468,722,795,1123,1124,688,723,487,791,662,1126,347,823,811,1125,969,527,792,346,461,397,517,686,758,685,345,827,639,912,691,657,689,970,348,114,344,83,81,70,135,103,69,79,82,121,137,123,117,91,129,68,94,120,104,93,126,142,106,75,88,98,109,89,86,118,72,122,76,124,74,108,84,110,85,102,67,73,140,127,125,99,112,71,115,100,90,3,92,105,139,80,130,131,87,97,96,78,95,111,141,138,119,134,107,128,77,136,101,672,955,877,876,619,854,859,935,994,708,987,540,705,674,677,938,959,937,993,842,841,995,479,709,356,706,1013,861,678,875,673,473,710,707,534,711,873,936,975,1015,671,1012,874,851,909,747,1014,864,1022,680,974,676,675,992,1021,607,478,712,679,750,817,890,870,1003,967,892,885,886,894,887,900,888,1001,896,891,819,897,997,893,999,818,898,1044,1050,1045,1067,1043,941,882,940,942,884,943,1591,13,449,770,580,1122,624,596,821,494,398,113,132,116])). % 86.57/86.54 cnf(6341,plain, % 86.57/86.54 (~P8(f3(a1),f14(f10(f13(f5(f4(a1),a1),a1),f10(f34(x63411,x63412),f34(x63411,x63412),a1),a1)),a1)), % 86.57/86.54 inference(scs_inference,[],[4789,5916,450,556])). % 86.57/86.54 cnf(6349,plain, % 86.57/86.54 (P8(f13(f5(f4(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[1240,3116,4789,2977,5916,5712,450,556,553,557,395,471])). % 86.57/86.54 cnf(6359,plain, % 86.57/86.54 (P9(x63591,f9(f11(f34(x63592,x63593),f10(f5(x63591,a1),f34(x63594,x63595),a1),a1),f34(x63594,x63595),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5750])). % 86.57/86.54 cnf(6362,plain, % 86.57/86.54 (~P9(f11(f5(f9(f10(x63621,f34(x63622,x63623),a1),f34(x63622,x63623),a1),a1),f4(a1),a1),x63621,a1)), % 86.57/86.54 inference(rename_variables,[],[4076])). % 86.57/86.54 cnf(6368,plain, % 86.57/86.54 (~P9(x63681,f10(f10(f9(f9(x63681,f34(x63682,x63683),a1),f34(x63684,x63685),a1),f34(x63684,x63685),a1),f34(x63682,x63683),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2035])). % 86.57/86.54 cnf(6377,plain, % 86.57/86.54 (P8(x63771,f9(f10(f11(f34(x63772,x63773),f9(f10(x63771,f34(x63774,x63775),a1),f34(x63776,x63777),a1),a1),f34(x63776,x63777),a1),f34(x63774,x63775),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5720])). % 86.57/86.54 cnf(6381,plain, % 86.57/86.54 (E(x63811,f11(f10(f7(f7(x63812,x63812,a1),x63813,a1),x63814,a1),f11(f10(x63813,x63814,a1),x63811,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[5720,6255,1240,3762,1722,3116,2035,4076,1515,4789,5387,2977,4307,6316,5822,5916,5750,4390,5712,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2])). % 86.57/86.54 cnf(6388,plain, % 86.57/86.54 (P9(x63881,f9(f11(f34(x63882,x63883),f10(f5(x63881,a1),f34(x63884,x63885),a1),a1),f34(x63884,x63885),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5750])). % 86.57/86.54 cnf(6395,plain, % 86.57/86.54 (P8(f10(f5(f34(x63951,x63952),a1),x63953,a1),f10(f5(f34(x63951,x63952),a1),f9(f11(f34(x63954,x63955),f10(x63953,f34(x63956,x63957),a1),a1),f34(x63956,x63957),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6255,2399,1240,3762,1722,3116,2035,4076,1515,4789,5387,2977,4307,6316,5822,5916,5753,5750,6359,6388,4390,5712,6206,151,225,199,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913])). % 86.57/86.54 cnf(6416,plain, % 86.57/86.54 (P8(f11(f10(x64161,x64162,a1),f11(f10(f7(x64163,x64163,a1),x64164,a1),x64165,a1),a1),f11(f10(x64161,x64162,a1),x64165,a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5720,5900,6255,2399,1240,173,3762,1722,3527,3116,2916,2035,4076,1515,4789,5387,2977,4307,6316,5822,6005,5916,1178,5753,5750,6359,6388,4390,5712,6206,150,159,151,225,182,162,222,199,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128])). % 86.57/86.54 cnf(6421,plain, % 86.57/86.54 (P8(f11(f10(f7(x64211,x64211,a1),x64212,a1),f11(f10(f7(x64213,x64213,a1),x64214,a1),f7(x64215,x64215,a1),a1),a1),f9(f34(x64216,x64217),f34(x64218,x64219),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,5900,6255,2399,1240,173,3762,1722,3527,3116,2916,2035,4076,1515,4789,5387,2977,4307,6316,5822,6005,5916,1178,5753,5750,6359,6388,4390,5712,6206,150,159,151,225,182,162,222,199,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693])). % 86.57/86.54 cnf(6422,plain, % 86.57/86.54 (P8(f11(f10(f7(x64221,x64221,a1),x64222,a1),f11(f10(f7(x64223,x64223,a1),x64224,a1),x64225,a1),a1),x64225,a1)), % 86.57/86.54 inference(rename_variables,[],[5900])). % 86.57/86.54 cnf(6425,plain, % 86.57/86.54 (P8(f3(a1),f10(x64251,x64251,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(6440,plain, % 86.57/86.54 (~P9(x64401,f13(f13(f11(f10(f7(x64402,x64402,a1),x64403,a1),x64401,a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,5900,6255,4525,2399,1240,173,3762,1722,3527,3116,2916,2035,4076,1515,4789,3802,5387,2977,4030,5074,3034,4307,6316,6116,5822,5817,6005,5916,1178,5753,5750,6359,6388,4390,5763,5712,6206,150,187,159,151,225,174,182,162,222,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826])). % 86.57/86.54 cnf(6445,plain, % 86.57/86.54 (~P9(f11(f10(x64451,x64452,a1),f10(f9(f11(f10(f7(x64453,x64451,a1),x64452,a1),x64454,a1),f34(x64455,x64456),a1),f34(x64455,x64456),a1),a1),f11(f10(x64453,x64452,a1),x64454,a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,5900,6255,4525,2399,1240,173,3762,1722,3527,3116,2916,2035,4076,1515,4789,3802,5387,2977,1452,4030,5074,3034,4307,6316,6116,5822,5817,6005,5916,1178,5753,5750,6359,6388,4390,5763,5712,6206,150,187,159,151,225,174,182,162,222,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123])). % 86.57/86.54 cnf(6467,plain, % 86.57/86.54 (~P9(f11(f10(x64671,x64672,a1),f9(f10(f11(f10(f7(x64673,x64671,a1),x64672,a1),x64674,a1),f34(x64675,x64676),a1),f34(x64675,x64676),a1),a1),f11(f10(x64673,x64672,a1),x64674,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4487])). % 86.57/86.54 cnf(6471,plain, % 86.57/86.54 (~E(f12(f11(f3(f10(f4(a1),a1,a1)),f5(f4(a1),a1),a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,5900,6255,4525,2399,1240,173,3762,1722,1503,3527,3116,2095,2916,2035,4076,1515,4789,2796,3802,5387,2977,1452,4030,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,5712,6206,150,187,159,1321,151,225,174,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347])). % 86.57/86.54 cnf(6474,plain, % 86.57/86.54 (P8(f11(f10(x64741,x64742,a1),x64743,a1),f11(f10(x64741,x64742,a1),f9(f11(f34(x64744,x64745),f10(x64743,f34(x64746,x64747),a1),a1),f34(x64746,x64747),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,6122,5900,6255,4525,2399,1240,173,3762,1722,1503,3527,3116,2095,2916,2035,4076,1515,4789,2796,3802,5387,2977,1452,4030,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,5712,6206,150,187,159,1321,151,225,174,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126])). % 86.57/86.54 cnf(6476,plain, % 86.57/86.54 (~P9(f3(f10(f4(a1),a1,a1)),f12(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,6122,5900,6255,4525,2399,1240,173,1577,3762,1722,1503,3527,3116,2095,2916,2035,4076,1515,4789,2796,3802,5387,2977,1452,4030,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,5712,6206,150,187,159,1321,151,225,174,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660])). % 86.57/86.54 cnf(6477,plain, % 86.57/86.54 (~P9(x64771,x64771,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1577])). % 86.57/86.54 cnf(6487,plain, % 86.57/86.54 (~P9(f3(a1),f10(f7(x64871,x64871,a1),x64872,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1999])). % 86.57/86.54 cnf(6488,plain, % 86.57/86.54 (P8(f3(a1),f10(x64881,x64881,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(6495,plain, % 86.57/86.54 (~P9(f13(f13(x64951,a1),a1),x64951,a1)), % 86.57/86.54 inference(rename_variables,[],[1268])). % 86.57/86.54 cnf(6504,plain, % 86.57/86.54 (P9(f3(a1),f5(f11(f13(f13(f5(f4(a1),a1),a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,3762,172,1722,1999,1503,3527,3116,1541,2095,1268,2916,2035,4076,1515,3350,4789,2796,3802,5387,2977,1452,3510,4030,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,5712,6206,150,187,159,1321,151,225,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461])). % 86.57/86.54 cnf(6519,plain, % 86.57/86.54 (~P9(f13(f13(x65191,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x65191,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1886])). % 86.57/86.54 cnf(6521,plain, % 86.57/86.54 (~P9(f5(f13(x65211,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x65211,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,3762,172,1722,1999,1503,3527,3116,1541,2095,1886,6519,1268,2916,2035,4076,1515,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,1311,150,187,159,1321,151,225,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689])). % 86.57/86.54 cnf(6523,plain, % 86.57/86.54 (P8(x65231,f9(f11(f34(x65232,x65233),f10(f11(f10(f7(x65234,x65234,a1),x65235,a1),x65231,a1),f34(x65236,x65237),a1),a1),f34(x65236,x65237),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,3762,172,1722,1999,1503,3527,3116,1541,2095,1886,6519,1268,2916,2035,4076,1515,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,1311,150,187,159,1321,151,225,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970])). % 86.57/86.54 cnf(6524,plain, % 86.57/86.54 (P8(x65241,f11(f10(f7(x65242,x65242,a1),x65243,a1),f9(f11(f34(x65244,x65245),f10(x65241,f34(x65246,x65247),a1),a1),f34(x65246,x65247),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[6122])). % 86.57/86.54 cnf(6533,plain, % 86.57/86.54 (P49(f11(f10(f7(f7(x65331,x65331,a1),x65332,a1),x65333,a1),f11(f10(x65332,x65333,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,3762,172,1722,1999,1503,3527,3116,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,187,159,1321,151,184,225,152,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114])). % 86.57/86.54 cnf(6535,plain, % 86.57/86.54 (P51(f11(f10(f7(f7(x65351,x65351,a1),x65352,a1),x65353,a1),f11(f10(x65352,x65353,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,3762,172,1722,1999,1503,3527,3116,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,187,159,1321,151,184,191,225,152,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121])). % 86.57/86.54 cnf(6539,plain, % 86.57/86.54 (E(x65391,f11(f10(f7(x65392,x65392,a1),x65393,a1),f11(f10(f7(x65394,x65394,a1),x65395,a1),x65391,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[4036])). % 86.57/86.54 cnf(6541,plain, % 86.57/86.54 (E(x65411,f11(f10(f7(x65412,x65412,a1),x65413,a1),f11(f10(f7(x65414,x65414,a1),x65415,a1),x65411,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[4036])). % 86.57/86.54 cnf(6544,plain, % 86.57/86.54 (P33(f11(f10(f7(f7(x65441,x65441,a1),x65442,a1),x65443,a1),f11(f10(x65442,x65443,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,3762,172,1722,1999,1503,3527,3116,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,187,159,1321,3804,4541,3135,192,151,184,191,210,212,235,225,152,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94])). % 86.57/86.54 cnf(6545,plain, % 86.57/86.54 (P36(f11(f10(f7(f7(x65451,x65451,a1),x65452,a1),x65453,a1),f11(f10(x65452,x65453,a1),f11(f10(f7(x65454,x65454,a1),x65455,a1),a1,a1),a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,3762,2594,172,1722,1999,1503,3527,3116,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,187,159,1321,3804,4541,3135,192,151,184,191,210,212,235,225,152,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103])). % 86.57/86.54 cnf(6547,plain, % 86.57/86.54 (P57(f11(f10(f7(x65471,x65471,a1),x65472,a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,187,159,1321,3804,4541,3135,5918,192,151,163,184,191,210,212,235,225,152,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79])). % 86.57/86.54 cnf(6550,plain, % 86.57/86.54 (P2(f11(f10(f7(f7(x65501,x65501,a1),x65502,a1),x65503,a1),f11(f10(x65502,x65503,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,187,159,144,1321,3804,4541,3135,5918,192,151,163,184,191,210,212,235,225,152,169,174,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68])). % 86.57/86.54 cnf(6555,plain, % 86.57/86.54 (P67(f11(f10(f7(f7(x65551,x65551,a1),x65552,a1),x65553,a1),f11(f10(x65552,x65553,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,184,191,210,212,229,235,225,152,169,216,174,207,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91])). % 86.57/86.54 cnf(6556,plain, % 86.57/86.54 (P61(f11(f10(f7(f7(x65561,x65561,a1),x65562,a1),x65563,a1),f11(f10(x65562,x65563,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,184,191,210,212,229,235,225,152,169,216,174,207,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120])). % 86.57/86.54 cnf(6557,plain, % 86.57/86.54 (P41(f11(f10(f7(f7(x65571,x65571,a1),x65572,a1),x65573,a1),f11(f10(x65572,x65573,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,184,191,210,212,229,235,225,152,169,216,174,207,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84])). % 86.57/86.54 cnf(6558,plain, % 86.57/86.54 (P39(f11(f10(f7(f7(x65581,x65581,a1),x65582,a1),x65583,a1),f11(f10(x65582,x65583,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,184,188,191,210,212,229,235,225,152,169,216,174,207,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118])). % 86.57/86.54 cnf(6559,plain, % 86.57/86.54 (P63(f11(f10(f7(f7(x65591,x65591,a1),x65592,a1),x65593,a1),f11(f10(x65592,x65593,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,184,188,191,210,212,229,235,225,152,169,216,174,207,196,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126])). % 86.57/86.54 cnf(6560,plain, % 86.57/86.54 (P66(f11(f10(f7(f7(x65601,x65601,a1),x65602,a1),x65603,a1),f11(f10(x65602,x65603,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,184,188,191,210,212,229,235,225,206,152,169,216,174,207,196,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124])). % 86.57/86.54 cnf(6562,plain, % 86.57/86.54 (P32(f11(f10(f7(f7(x65621,x65621,a1),x65622,a1),x65623,a1),f11(f10(x65622,x65623,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,3632,2444,5400,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,184,188,191,210,212,229,233,235,225,206,152,169,216,174,207,196,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137])). % 86.57/86.54 cnf(6565,plain, % 86.57/86.54 (~P8(f9(f11(f34(x65651,x65652),f10(x65653,f34(x65654,x65655),a1),a1),f34(x65654,x65655),a1),x65653,a1)), % 86.57/86.54 inference(rename_variables,[],[2149])). % 86.57/86.54 cnf(6568,plain, % 86.57/86.54 (E(x65681,f11(f10(f7(x65682,x65682,a1),x65683,a1),f11(f10(f7(x65684,x65684,a1),x65685,a1),x65681,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[4036])). % 86.57/86.54 cnf(6569,plain, % 86.57/86.54 (P43(f11(f10(f7(f7(x65691,x65691,a1),x65692,a1),x65693,a1),f11(f10(x65692,x65693,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,168,184,188,191,210,212,229,233,235,225,206,152,169,216,174,207,196,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98])). % 86.57/86.54 cnf(6570,plain, % 86.57/86.54 (P30(f11(f10(f7(f7(x65701,x65701,a1),x65702,a1),x65703,a1),f11(f10(x65702,x65703,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,168,184,188,191,210,212,229,233,235,225,206,152,169,216,174,207,196,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109])). % 86.57/86.54 cnf(6571,plain, % 86.57/86.54 (P52(f11(f10(f7(f7(x65711,x65711,a1),x65712,a1),x65713,a1),f11(f10(x65712,x65713,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,168,184,188,191,194,210,212,229,233,235,225,206,152,169,216,174,207,196,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108])). % 86.57/86.54 cnf(6572,plain, % 86.57/86.54 (P29(f11(f10(f7(f7(x65721,x65721,a1),f7(x65722,x65722,a1),a1),x65723,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,168,184,188,191,194,210,212,229,233,235,225,206,152,169,216,174,207,196,146,160,182,162,222,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86])). % 86.57/86.54 cnf(6576,plain, % 86.57/86.54 (P15(f11(f10(f7(f7(x65761,x65761,a1),x65762,a1),x65763,a1),f11(f10(x65762,x65763,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,210,212,229,233,235,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112])). % 86.57/86.54 cnf(6578,plain, % 86.57/86.54 (P26(f11(f10(f7(f7(x65781,x65781,a1),x65782,a1),x65783,a1),f11(f10(x65782,x65783,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,144,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,210,212,229,233,235,237,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106])). % 86.57/86.54 cnf(6579,plain, % 86.57/86.54 (P59(f11(f10(f7(f7(x65791,x65791,a1),x65792,a1),x65793,a1),f11(f10(x65792,x65793,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,210,212,229,233,235,237,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102])). % 86.57/86.54 cnf(6580,plain, % 86.57/86.54 (P1(f11(f10(f7(f7(x65801,x65801,a1),x65802,a1),x65803,a1),f11(f10(x65802,x65803,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,210,212,229,233,235,237,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67])). % 86.57/86.54 cnf(6581,plain, % 86.57/86.54 (P65(f11(f10(f7(f7(x65811,x65811,a1),x65812,a1),x65813,a1),f11(f10(x65812,x65813,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,210,212,229,233,235,237,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115])). % 86.57/86.54 cnf(6584,plain, % 86.57/86.54 (P47(f11(f10(f7(f7(x65841,x65841,a1),x65842,a1),x65843,a1),f11(f10(x65842,x65843,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,200,210,212,227,229,233,235,237,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72])). % 86.57/86.54 cnf(6585,plain, % 86.57/86.54 (P64(f11(f10(f7(f7(x65851,x65851,a1),x65852,a1),x65853,a1),f11(f10(x65852,x65853,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,195,200,210,212,227,229,233,235,237,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122])). % 86.57/86.54 cnf(6586,plain, % 86.57/86.54 (P24(f11(f10(f7(f7(x65861,x65861,a1),x65862,a1),x65863,a1),f11(f10(x65862,x65863,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,195,200,210,212,227,229,233,235,237,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92])). % 86.57/86.54 cnf(6588,plain, % 86.57/86.54 (P28(f11(f10(f7(f7(x65881,x65881,a1),x65882,a1),x65883,a1),f11(f10(x65882,x65883,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,163,168,180,184,188,191,194,195,200,210,212,218,227,229,231,233,235,237,225,206,152,169,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140])). % 86.57/86.54 cnf(6590,plain, % 86.57/86.54 (P8(x65901,f9(f10(f11(f34(x65902,x65903),f9(f10(x65901,f34(x65904,x65905),a1),f34(x65906,x65907),a1),a1),f34(x65906,x65907),a1),f34(x65904,x65905),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5720])). % 86.57/86.54 cnf(6592,plain, % 86.57/86.54 (P6(f11(f10(f7(f7(x65921,x65921,a1),x65922,a1),x65923,a1),f11(f10(x65922,x65923,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,168,180,184,188,191,194,195,200,210,212,218,227,229,231,233,235,237,225,206,152,169,170,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100])). % 86.57/86.54 cnf(6593,plain, % 86.57/86.54 (P23(f11(f10(f7(f7(x65931,x65931,a1),x65932,a1),x65933,a1),f11(f10(x65932,x65933,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,168,180,184,188,191,194,195,200,210,212,218,227,229,231,233,235,237,225,206,152,169,170,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80])). % 86.57/86.54 cnf(6594,plain, % 86.57/86.54 (P25(f11(f10(f7(f7(x65941,x65941,a1),x65942,a1),x65943,a1),f11(f10(x65942,x65943,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,168,180,184,188,191,194,195,200,210,212,218,227,229,231,233,235,237,225,206,152,169,170,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99])). % 86.57/86.54 cnf(6595,plain, % 86.57/86.54 (P9(f3(a1),f34(x65951,x65952),f11(f10(f7(x65953,x65953,a1),x65954,a1),f11(f10(f7(x65955,x65955,a1),x65956,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,168,180,184,188,191,194,195,200,210,212,218,227,229,231,233,235,237,225,206,152,169,170,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71])). % 86.57/86.54 cnf(6597,plain, % 86.57/86.54 (P58(f11(f10(f7(f7(x65971,x65971,a1),x65972,a1),x65973,a1),f11(f10(x65972,x65973,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,168,180,184,188,191,194,195,200,210,212,218,227,229,231,233,235,237,225,206,152,169,170,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95])). % 86.57/86.54 cnf(6601,plain, % 86.57/86.54 (P48(f11(f10(f7(f7(x66011,x66011,a1),x66012,a1),x66013,a1),f11(f10(x66012,x66013,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,168,180,184,188,191,194,195,200,210,212,218,227,229,231,233,235,237,225,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90])). % 86.57/86.54 cnf(6603,plain, % 86.57/86.54 (P13(f11(f10(f7(f7(x66031,x66031,a1),x66032,a1),x66033,a1),f11(f10(x66032,x66033,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,168,180,184,188,191,194,195,200,210,212,218,227,229,231,233,235,237,225,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97])). % 86.57/86.54 cnf(6604,plain, % 86.57/86.54 (P7(f11(f10(f7(f7(x66041,x66041,a1),x66042,a1),x66043,a1),f11(f10(x66042,x66043,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,168,180,184,188,191,194,195,200,208,210,212,218,227,229,231,233,235,237,225,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138])). % 86.57/86.54 cnf(6605,plain, % 86.57/86.54 (P4(f11(f10(f7(f7(x66051,x66051,a1),x66052,a1),x66053,a1),f11(f10(x66052,x66053,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,168,180,184,188,191,194,195,200,208,210,212,218,227,229,231,233,235,237,225,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78])). % 86.57/86.54 cnf(6606,plain, % 86.57/86.54 (P54(f11(f10(f7(f7(x66061,x66061,a1),x66062,a1),x66063,a1),f11(f10(x66062,x66063,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,168,180,184,188,191,194,195,200,208,210,212,218,227,229,231,233,235,237,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119])). % 86.57/86.54 cnf(6610,plain, % 86.57/86.54 (P34(f11(f10(f7(f7(x66101,x66101,a1),x66102,a1),x66103,a1),f11(f10(x66102,x66103,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,208,210,212,218,220,227,229,231,233,235,237,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96])). % 86.57/86.54 cnf(6611,plain, % 86.57/86.54 (P40(f11(f10(f7(f7(x66111,x66111,a1),x66112,a1),x66113,a1),f11(f10(x66112,x66113,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,208,210,212,218,220,227,229,231,233,235,237,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77])). % 86.57/86.54 cnf(6613,plain, % 86.57/86.54 (P50(f11(f10(f7(f7(x66131,x66131,a1),x66132,a1),x66133,a1),f11(f10(x66132,x66133,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,208,210,212,218,220,227,229,231,233,235,237,239,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107])). % 86.57/86.54 cnf(6614,plain, % 86.57/86.54 (P53(f11(f10(f7(f7(x66141,x66141,a1),x66142,a1),x66143,a1),f11(f10(x66142,x66143,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134])). % 86.57/86.54 cnf(6615,plain, % 86.57/86.54 (P31(f11(f10(f7(f7(x66151,x66151,a1),x66152,a1),x66153,a1),f11(f10(x66152,x66153,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101])). % 86.57/86.54 cnf(6616,plain, % 86.57/86.54 (P16(f11(f10(f7(f7(x66161,x66161,a1),x66162,a1),x66163,a1),f11(f10(x66162,x66163,a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136])). % 86.57/86.54 cnf(6617,plain, % 86.57/86.54 (~P8(f3(a1),f10(f7(f7(x66171,x66171,a1),f11(f5(f4(a1),a1),f3(a1),a1),a1),f11(f5(f4(a1),a1),f3(a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,5753,5750,6359,6388,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840])). % 86.57/86.54 cnf(6618,plain, % 86.57/86.54 (P8(x66181,x66181,a1)), % 86.57/86.54 inference(rename_variables,[],[243])). % 86.57/86.54 cnf(6622,plain, % 86.57/86.54 (P8(x66221,x66221,a1)), % 86.57/86.54 inference(rename_variables,[],[243])). % 86.57/86.54 cnf(6624,plain, % 86.57/86.54 (~P9(x66241,f9(f10(f9(f10(x66241,f34(x66242,x66243),a1),f34(x66242,x66243),a1),f11(f4(a1),f5(x66244,a1),a1),a1),f11(f4(a1),f5(x66244,a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,6122,5900,6255,4525,6425,247,2399,1240,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4789,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,6092,5753,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960])). % 86.57/86.54 cnf(6628,plain, % 86.57/86.54 (~P9(f9(f10(f11(f34(x66281,x66282),f9(f10(x66283,f34(x66284,x66285),a1),f34(x66286,x66287),a1),a1),f34(x66286,x66287),a1),f34(x66284,x66285),a1),x66283,a1)), % 86.57/86.54 inference(rename_variables,[],[5716])). % 86.57/86.54 cnf(6631,plain, % 86.57/86.54 (P8(f3(a1),f10(x66311,x66311,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(6634,plain, % 86.57/86.54 (~P8(f10(f11(f34(x66341,x66342),f9(f10(f9(x66343,f34(x66344,x66345),a1),f34(x66344,x66345),a1),f34(x66346,x66347),a1),a1),f34(x66346,x66347),a1),x66343,a1)), % 86.57/86.54 inference(rename_variables,[],[6222])). % 86.57/86.54 cnf(6640,plain, % 86.57/86.54 (P8(f3(a1),f8(f11(f5(f4(a1),a1),f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,5716,6122,6524,5900,6255,4525,6425,6488,6631,247,2399,1240,2812,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4195,4789,2065,3954,2796,3802,2358,5387,2977,1452,3510,4030,4036,6539,6541,6568,2234,1373,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,5907,6222,6092,5753,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,6206,6060,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877])). % 86.57/86.54 cnf(6641,plain, % 86.57/86.54 (P8(f3(a1),f10(x66411,x66411,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(6647,plain, % 86.57/86.54 (~P9(f10(x66471,x66471,a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2942])). % 86.57/86.54 cnf(6650,plain, % 86.57/86.54 (P9(x66501,f9(f11(f34(x66502,x66503),f10(x66501,f34(x66504,x66505),a1),a1),f34(x66504,x66505),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6655,plain, % 86.57/86.54 (~P8(f11(f4(a1),f5(x66551,a1),a1),f10(f7(x66552,x66552,a1),x66553,a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,2492,5716,6122,6524,5900,6255,5381,4525,6425,6488,6631,1889,247,2399,1240,2812,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4195,4789,2065,3954,2796,3802,2358,5387,2977,1452,3510,4030,2988,4036,6539,6541,6568,2234,1373,4234,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,6197,5907,6051,6222,6092,5753,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,6206,6060,2942,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935])). % 86.57/86.54 cnf(6658,plain, % 86.57/86.54 (~P9(f10(f11(f34(x66581,x66582),f9(f10(f9(x66583,f34(x66584,x66585),a1),f34(x66584,x66585),a1),f34(x66586,x66587),a1),a1),f34(x66586,x66587),a1),x66583,a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,2492,5716,6628,6122,6524,5900,6255,5381,4525,6425,6488,6631,1889,247,2399,1240,2812,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,2564,2916,2035,6368,4076,1515,2319,3350,4195,4789,2065,3954,2796,3802,2358,5387,2977,1452,3510,4030,2988,4036,6539,6541,6568,2234,1373,4234,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,6197,5907,6051,6222,6092,5753,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,6206,6060,2942,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959])). % 86.57/86.54 cnf(6659,plain, % 86.57/86.54 (~P9(f9(f10(f11(f34(x66591,x66592),f9(f10(x66593,f34(x66594,x66595),a1),f34(x66596,x66597),a1),a1),f34(x66596,x66597),a1),f34(x66594,x66595),a1),x66593,a1)), % 86.57/86.54 inference(rename_variables,[],[5716])). % 86.57/86.54 cnf(6663,plain, % 86.57/86.54 (P9(x66631,f9(f11(f34(x66632,x66633),f10(x66631,f34(x66634,x66635),a1),a1),f34(x66634,x66635),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6667,plain, % 86.57/86.54 (P9(x66671,f9(f11(f34(x66672,x66673),f10(x66671,f34(x66674,x66675),a1),a1),f34(x66674,x66675),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6669,plain, % 86.57/86.54 (~P8(f3(a1),f8(f10(f13(f5(f4(a1),a1),a1),f10(f34(x66691,x66692),f34(x66691,x66692),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,2492,5716,6628,6122,6524,5900,6255,5381,6650,6663,4525,6425,6488,6631,1889,247,2399,1240,2812,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,1506,2564,2916,2035,6368,4076,1515,2319,3350,4195,4789,2065,3954,2796,3802,2358,5387,2977,1452,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,4234,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,6197,5907,6051,6222,6092,5753,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,6206,6060,2942,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677])). % 86.57/86.54 cnf(6674,plain, % 86.57/86.54 (~P9(f3(a1),f10(f13(f3(a1),a1),f34(x66741,x66742),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,2492,5716,6628,6122,6524,5900,6255,5381,6650,6663,4525,6425,6488,6631,1889,247,2399,1240,2812,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,1506,2564,2916,2035,6368,4076,1515,2319,3350,4195,4789,2065,3954,2796,3802,2358,5387,2977,1452,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,4234,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,6197,5907,6051,6222,6634,6092,5753,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,2940,6206,6060,2942,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841])). % 86.57/86.54 cnf(6678,plain, % 86.57/86.54 (~P9(f11(f5(f9(f10(x66781,f34(x66782,x66783),a1),f34(x66782,x66783),a1),a1),f4(a1),a1),x66781,a1)), % 86.57/86.54 inference(rename_variables,[],[4076])). % 86.57/86.54 cnf(6688,plain, % 86.57/86.54 (~E(f10(f14(f34(x66881,x66882)),f14(f34(x66881,x66882)),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,2492,5716,6628,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,4525,6425,6488,6631,1889,247,2399,1240,2207,2812,173,1577,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,1506,2564,2916,2035,6368,4076,6362,1515,2319,3350,4195,4789,2065,3954,2796,3802,2358,5387,2977,1452,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,4234,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,6197,5907,6051,6222,6634,6092,5753,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,5871,2940,6206,6060,2942,1311,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479])). % 86.57/86.54 cnf(6690,plain, % 86.57/86.54 (~P8(f4(f10(f4(a1),a1,a1)),f8(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,2444,5400,2149,2492,5716,6628,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,4525,6425,6488,6631,1889,247,2399,1240,2207,2812,173,1577,6477,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,1506,2564,2916,2035,6368,4076,6362,1515,2319,3350,4195,4789,2065,3954,2796,3802,2358,5387,2977,1452,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,4234,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,6197,5907,6051,6222,6634,6092,5753,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,5871,2940,6206,6060,2942,1311,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678])). % 86.57/86.54 cnf(6691,plain, % 86.57/86.54 (~P9(x66911,x66911,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1577])). % 86.57/86.54 cnf(6694,plain, % 86.57/86.54 (~P9(f9(f10(f11(f34(x66941,x66942),f9(f10(x66943,f34(x66944,x66945),a1),f34(x66946,x66947),a1),a1),f34(x66946,x66947),a1),f34(x66944,x66945),a1),x66943,a1)), % 86.57/86.54 inference(rename_variables,[],[5716])). % 86.57/86.54 cnf(6700,plain, % 86.57/86.54 (P9(x67001,f9(f11(f34(x67002,x67003),f10(x67001,f34(x67004,x67005),a1),a1),f34(x67004,x67005),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6715,plain, % 86.57/86.54 (~P8(f3(a1),f10(f13(f13(f5(f4(a1),a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,1167,2444,5400,2149,2492,5716,6628,6659,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,4525,6425,6488,6631,1889,247,2399,1219,1240,2207,2812,173,1577,6477,1381,3762,2594,172,1722,1999,1503,3527,3116,1726,1541,2095,1841,243,6618,1886,6519,1268,1506,2564,2916,2035,6368,4076,6362,6678,1515,1251,2319,3350,4195,4789,2065,3954,2796,3802,2358,3151,5387,2977,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,4234,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,6197,5907,6051,6222,6634,6092,5753,5756,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,5871,2940,6206,6060,2942,1311,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875])). % 86.57/86.54 cnf(6722,plain, % 86.57/86.54 (~P9(x67221,x67221,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1577])). % 86.57/86.54 cnf(6727,plain, % 86.57/86.54 (P9(x67271,f9(f11(f34(x67272,x67273),f10(x67271,f34(x67274,x67275),a1),a1),f34(x67274,x67275),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6732,plain, % 86.57/86.54 (~P8(f9(f10(f11(f9(f11(f34(x67321,x67322),f10(f34(x67323,x67324),f34(x67325,x67326),a1),a1),f34(x67325,x67326),a1),x67327,a1),f34(x67328,x67329),a1),f34(x67328,x67329),a1),x67327,a1)), % 86.57/86.54 inference(rename_variables,[],[3333])). % 86.57/86.54 cnf(6744,plain, % 86.57/86.54 (P9(x67441,f9(f11(f34(x67442,x67443),f10(x67441,f34(x67444,x67445),a1),a1),f34(x67444,x67445),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6746,plain, % 86.57/86.54 (~P8(f3(a1),f10(f13(f5(f4(a1),a1),a1),f11(f34(x67461,x67462),f34(x67461,x67462),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,1167,2444,5400,2149,2492,3121,5972,6314,1681,5716,6628,6659,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,4525,6425,6488,6631,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,1381,1316,3762,1450,2594,172,1722,1999,1503,3527,3116,1726,1541,2895,2095,1841,243,6618,1886,6519,1268,1506,2564,2916,2035,6368,4076,6362,6678,1385,1515,1251,2319,3350,4195,2860,4789,2065,3954,2684,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,4234,5074,5062,3034,3384,4307,6316,6116,5749,5822,5817,6005,5916,1178,5143,4986,6197,5907,6051,6222,6634,3333,6092,5753,5756,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,5871,2940,6206,6060,2942,6647,1311,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874])). % 86.57/86.54 cnf(6749,plain, % 86.57/86.54 (~P9(f13(f13(x67491,a1),a1),x67491,a1)), % 86.57/86.54 inference(rename_variables,[],[1268])). % 86.57/86.54 cnf(6750,plain, % 86.57/86.54 (~P9(x67501,f13(f13(x67501,a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1258])). % 86.57/86.54 cnf(6757,plain, % 86.57/86.54 (~P9(x67571,x67571,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1577])). % 86.57/86.54 cnf(6770,plain, % 86.57/86.54 (P8(x67701,f9(f11(f34(x67702,x67703),f10(x67701,f34(x67704,x67705),a1),a1),f34(x67704,x67705),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[2286])). % 86.57/86.54 cnf(6778,plain, % 86.57/86.54 (~P9(f9(f11(f34(x67781,x67782),f10(x67783,f34(x67784,x67785),a1),a1),f34(x67784,x67785),a1),x67783,f11(f10(f7(x67786,x67786,a1),x67787,a1),f11(f10(f7(x67788,x67788,a1),x67789,a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[5706])). % 86.57/86.54 cnf(6780,plain, % 86.57/86.54 (~P9(f3(f10(f4(a1),a1,a1)),f8(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,4982,3632,1167,2444,5400,2149,2492,3121,5972,6314,1681,5950,5716,6628,6659,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,4525,6425,6488,6631,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,6722,6757,1381,1316,3762,1450,2594,172,1722,1999,1503,3527,3116,1726,3259,1541,2895,2095,1841,243,6618,1886,6519,1268,6495,6749,1506,2564,2916,2035,6368,4076,6362,6678,1258,6750,1385,1515,1251,2319,3350,4195,3289,2860,4789,2065,3954,2684,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,5410,4234,5074,5062,3034,3384,4307,6316,5706,6116,5749,5822,5817,6005,5916,1178,5143,2995,4986,6197,5907,6051,6222,6634,3333,6092,5753,5756,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,5871,2940,6206,6060,4562,2942,6647,1311,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874,1021,675,974,680,864,607,1022,747,676,478,712,679])). % 86.57/86.54 cnf(6785,plain, % 86.57/86.54 (P8(f3(a1),f10(x67851,x67851,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(6790,plain, % 86.57/86.54 (P8(f3(a1),f10(f11(f34(x67901,x67902),f9(f10(f3(a1),f34(x67903,x67904),a1),f34(x67905,x67906),a1),a1),f34(x67905,x67906),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,6590,4982,3632,1167,2444,5400,2149,2492,3121,5972,6314,1681,5950,5716,6628,6659,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,4525,6425,6488,6631,6641,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,6722,6757,1381,1316,3762,1450,2594,172,1722,1999,1503,3527,3116,1726,3259,1541,2895,2095,1841,243,6618,6622,1886,6519,1268,6495,6749,1506,2564,2916,2035,6368,4076,6362,6678,1258,6750,1385,1515,1251,2319,3350,4195,3289,2860,4789,2065,3954,2684,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,5410,4234,5074,5062,3034,3384,4307,6316,5706,6116,5749,5822,5817,6005,5916,1178,5143,2995,4986,6197,5907,6051,6222,6634,3333,6092,5753,5756,5750,6359,6388,6096,4390,5763,6077,4487,6467,5712,5871,2940,6167,6206,6060,5066,4562,2942,6647,1311,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874,1021,675,974,680,864,607,1022,747,676,478,712,679,750,817,890])). % 86.57/86.54 cnf(6816,plain, % 86.57/86.54 (~P9(f11(f9(x68161,f3(a1),a1),f9(x68161,f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3762])). % 86.57/86.54 cnf(6818,plain, % 86.57/86.54 (P8(f3(a1),f13(f11(f13(f5(f4(a1),a1),a1),f13(f5(f4(a1),a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,6590,4982,3632,1167,2444,5400,2149,2492,3121,5972,6314,1681,5950,5716,6628,6659,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,4525,6425,6488,6631,6641,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,6722,6757,1381,1316,3317,3762,1450,2594,172,1722,1999,1503,3527,3116,1726,3259,1541,2076,2895,2095,1841,243,6618,6622,1886,6519,1268,6495,6749,1506,2564,2916,2035,6368,4076,6362,6678,1258,6750,1385,1515,1251,2319,3350,4195,3289,2860,4789,2065,1736,3954,2684,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,5410,5570,4234,5074,5062,3034,3384,4307,6316,5706,6116,5749,5822,5817,6005,5916,1178,5143,2995,4986,6197,5907,6051,6222,6634,3333,6732,6092,5753,5756,5750,6359,6388,3664,6096,4390,5763,6077,4487,6467,5712,5871,2940,6167,6206,6060,5066,4562,2942,6647,1311,1534,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874,1021,675,974,680,864,607,1022,747,676,478,712,679,750,817,890,870,967,886,885,1001,1003,888,892,900,894,896])). % 86.57/86.54 cnf(6822,plain, % 86.57/86.54 (~P9(f11(f9(x68221,f3(a1),a1),f9(x68221,f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3762])). % 86.57/86.54 cnf(6824,plain, % 86.57/86.54 (~P8(f3(a1),f9(f13(f5(f4(a1),a1),a1),f11(f34(x68241,x68242),f34(x68241,x68242),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,6590,4982,3632,1167,2444,5400,2149,2492,3121,5972,6314,1681,5950,5716,6628,6659,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,4525,6425,6488,6631,6641,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,6722,6757,1381,1316,3317,3762,6816,1450,2594,172,1722,1999,1503,3527,3116,1726,3259,1541,2076,2895,2095,1841,243,6618,6622,1886,6519,1268,6495,6749,1506,2564,2916,2035,6368,4076,6362,6678,1258,6750,1385,1515,1251,2319,3350,4195,3289,2860,4789,2065,1736,3954,2684,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,5410,5570,4234,5074,5062,3034,3384,4307,6316,5706,6116,5749,5822,5817,6005,5916,1178,5143,2995,4986,6197,5907,6051,6222,6634,3333,6732,6092,5753,5756,5750,6359,6388,3664,6096,4390,5763,6077,4487,6467,5712,5871,2940,6167,6206,6060,5066,4562,2942,6647,1311,1534,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874,1021,675,974,680,864,607,1022,747,676,478,712,679,750,817,890,870,967,886,885,1001,1003,888,892,900,894,896,897,887])). % 86.57/86.54 cnf(6830,plain, % 86.57/86.54 (P9(x68301,f9(f11(f34(x68302,x68303),f10(x68301,f34(x68304,x68305),a1),a1),f34(x68304,x68305),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6836,plain, % 86.57/86.54 (~P9(f11(f9(x68361,f3(a1),a1),f9(x68361,f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3762])). % 86.57/86.54 cnf(6840,plain, % 86.57/86.54 (P9(x68401,f9(f11(f34(x68402,x68403),f10(x68401,f34(x68404,x68405),a1),a1),f34(x68404,x68405),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5381])). % 86.57/86.54 cnf(6842,plain, % 86.57/86.54 (~P9(f9(f11(f9(x68421,f3(a1),a1),f9(x68421,f3(a1),a1),a1),x68422,a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,5720,6377,6590,4982,3632,1167,2444,5400,2149,2492,3121,5972,6314,1681,5950,5716,6628,6659,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,6744,6830,4525,6425,6488,6631,6641,6785,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,6722,6757,1381,1316,4150,3317,3762,6816,6822,6836,1450,2594,172,1722,1999,1503,3527,3116,1726,3259,1541,2076,2895,2095,1841,243,6618,6622,1886,6519,1268,6495,6749,1506,2564,2916,2035,6368,4076,6362,6678,1258,6750,1385,1515,1251,2319,3350,4195,3289,2860,4789,2065,1736,3954,2684,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,5410,5570,4234,5074,5062,3034,3384,4307,6316,5706,6116,5749,5822,5817,6005,5916,1178,5143,2995,4986,6197,5907,6051,6222,6634,3333,6732,6092,5753,5756,5750,6359,6388,3664,6096,4390,5763,6077,6310,6068,4487,6467,5712,5871,2940,6167,6206,6060,5066,4562,2942,6647,1311,1534,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874,1021,675,974,680,864,607,1022,747,676,478,712,679,750,817,890,870,967,886,885,1001,1003,888,892,900,894,896,897,887,891,999,819,893,997,898])). % 86.57/86.54 cnf(6843,plain, % 86.57/86.54 (~P9(f11(f9(x68431,f3(a1),a1),f9(x68431,f3(a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3762])). % 86.57/86.54 cnf(6856,plain, % 86.57/86.54 (~P9(f3(a1),f10(f7(x68561,x68561,a1),x68562,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1999])). % 86.57/86.54 cnf(6857,plain, % 86.57/86.54 (~P8(f9(f11(f34(x68571,x68572),f10(x68573,f34(x68574,x68575),a1),a1),f34(x68574,x68575),a1),x68573,a1)), % 86.57/86.54 inference(rename_variables,[],[2149])). % 86.57/86.54 cnf(6860,plain, % 86.57/86.54 (~P9(f3(a1),f10(f7(x68601,x68601,a1),x68602,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1999])). % 86.57/86.54 cnf(6863,plain, % 86.57/86.54 (~P9(x68631,x68631,a1)), % 86.57/86.54 inference(rename_variables,[],[265])). % 86.57/86.54 cnf(6867,plain, % 86.57/86.54 (~P9(f3(a1),f10(f7(x68671,x68671,a1),x68672,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1999])). % 86.57/86.54 cnf(6873,plain, % 86.57/86.54 (~P9(f3(a1),f9(x68731,f13(f3(a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,2286,6770,5720,6377,6590,4982,3632,1167,1755,1204,2444,5400,2149,6565,6857,2492,3121,5972,6314,1681,5950,5716,6628,6659,6694,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,6744,6830,6840,4525,6425,6488,6631,6641,6785,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,6722,6757,1381,1316,4150,3317,265,6863,3762,6816,6822,6836,6843,1450,2594,172,1722,1999,6487,6856,6860,1503,3527,3116,1726,3259,1541,2076,2154,2895,2095,1841,1237,243,6618,6622,1886,6519,1268,6495,6749,1506,2130,2564,2916,2035,6368,1253,4076,6362,6678,1258,6750,1385,1515,1251,2319,3350,2107,4195,3289,2860,4789,2065,1736,2024,3954,2684,2166,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,5410,5570,4234,5074,5062,3034,3384,4307,6316,5706,6116,5749,5822,5817,6005,5916,1178,5143,2995,4986,6197,5907,6051,6222,6634,3333,6732,6092,5753,5756,5750,6359,6388,3664,6096,4390,5763,6077,6310,6068,4487,6467,5712,5871,2940,6167,6206,6060,5066,4562,2942,6647,1311,1534,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874,1021,675,974,680,864,607,1022,747,676,478,712,679,750,817,890,870,967,886,885,1001,1003,888,892,900,894,896,897,887,891,999,819,893,997,898,1044,883,1067,881,941,882,942,940,884])). % 86.57/86.54 cnf(6879,plain, % 86.57/86.54 (P8(f8(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f4(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,6770,5720,6377,6590,4982,3632,1167,1755,1204,2444,5400,2149,6565,6857,2492,3121,5972,6314,1681,5950,5716,6628,6659,6694,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,6744,6830,6840,4525,6425,6488,6631,6641,6785,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,6722,6757,1381,1316,4150,3317,265,6863,3762,6816,6822,6836,6843,1450,2594,172,1722,1999,6487,6856,6860,6867,1503,3527,3116,1726,3259,1541,2076,2154,2895,2095,1841,1237,243,6618,6622,1886,6519,1268,6495,6749,1506,2130,2564,2916,2035,6368,1253,4076,6362,6678,1258,6750,1385,1515,1251,2319,3350,2107,4195,3289,2860,4789,2065,1736,2024,3954,2684,2166,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,5410,5570,4234,5074,5062,3034,3384,4307,6316,5706,6116,5749,5822,5817,6005,5916,1178,5143,2995,4986,6197,5907,6051,6222,6634,3333,6732,6092,5753,5756,5750,6359,6388,3664,6096,4390,5763,6077,6310,6068,4487,6467,5712,5871,2940,6167,6206,6060,5066,4562,2942,6647,1311,1534,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874,1021,675,974,680,864,607,1022,747,676,478,712,679,750,817,890,870,967,886,885,1001,1003,888,892,900,894,896,897,887,891,999,819,893,997,898,1044,883,1067,881,941,882,942,940,884,943,1585])). % 86.57/86.54 cnf(6902,plain, % 86.57/86.54 (~E(f3(a1),f9(f11(f34(x69021,x69022),f10(f34(x69023,x69024),f34(x69025,x69026),a1),a1),f34(x69025,x69026),a1))), % 86.57/86.54 inference(scs_inference,[],[269,2286,6770,5720,6377,6590,4982,3632,1167,1755,1204,2444,5400,2149,6565,6857,2492,3121,5972,6314,1681,5950,5716,6628,6659,6694,6122,6524,5900,6422,5744,6255,6084,5381,6650,6663,6667,6700,6727,6744,6830,6840,4525,6425,6488,6631,6641,6785,1889,247,2399,1219,1240,2207,2812,173,1577,6477,6691,6722,6757,1381,1316,4150,3317,265,6863,3762,6816,6822,6836,6843,1450,2594,172,1722,1999,6487,6856,6860,6867,1503,3527,3116,1726,3259,1541,2076,2154,2895,2095,1841,1237,243,6618,6622,1886,6519,1268,6495,6749,1506,2130,2564,2916,2035,6368,1253,4076,6362,6678,1258,6750,1385,1515,1251,2319,3350,2107,4195,3289,2860,4789,2065,1736,2024,3954,2684,2166,2796,3802,2358,3151,5387,2977,2249,1452,4141,3510,2098,4030,2988,4036,6539,6541,6568,2234,1373,5410,5570,4234,5074,5062,3034,3384,4307,6316,5706,6778,6116,5749,5822,5817,6005,5916,1178,5143,2995,4986,6197,5907,6051,6222,6634,3333,6732,6092,5753,5756,5750,6359,6388,3664,6096,4390,5763,6077,6310,6068,4487,6467,5712,5871,2940,6167,6206,6060,5066,4562,2942,6647,1311,1534,1303,1304,150,190,187,159,179,144,143,1321,3804,4541,3135,5918,5928,1340,1336,192,151,148,163,165,166,168,180,184,188,191,194,195,200,202,204,208,210,212,218,220,227,229,231,233,235,237,239,223,225,205,206,152,169,170,214,216,174,207,196,146,160,182,162,222,197,157,177,154,186,199,176,450,556,553,557,395,471,514,271,554,462,555,809,559,270,558,552,577,14,2,600,623,1063,1064,1122,913,529,661,659,821,340,658,1106,683,528,1128,622,693,574,638,1107,822,901,637,826,468,1123,1124,475,793,487,688,723,722,795,488,1125,662,347,1126,660,811,791,823,517,527,639,792,969,397,345,461,657,346,686,827,758,685,689,970,691,344,348,114,70,121,135,81,83,82,129,123,94,103,93,79,68,104,88,117,91,120,84,118,126,124,127,137,85,73,89,75,98,109,108,86,110,112,142,106,102,67,115,130,139,72,122,92,125,140,74,76,100,80,99,71,95,3,105,90,131,97,138,78,119,87,111,128,96,77,141,107,134,101,136,840,848,960,774,876,955,987,877,854,540,708,994,935,959,993,938,677,859,841,674,706,709,705,479,678,861,961,937,873,936,673,995,707,875,356,1013,710,975,711,1012,851,473,1015,671,1014,909,874,1021,675,974,680,864,607,1022,747,676,478,712,679,750,817,890,870,967,886,885,1001,1003,888,892,900,894,896,897,887,891,999,819,893,997,898,1044,883,1067,881,941,882,942,940,884,943,1585,3604,13,449,972,770,594,634,820,655,628,799,69])). % 86.57/86.54 cnf(6917,plain, % 86.57/86.54 (P11(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,6547,273,274,275])). % 86.57/86.54 cnf(6919,plain, % 86.57/86.54 (P41(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,6547,273,274,275,276])). % 86.57/86.54 cnf(6923,plain, % 86.57/86.54 (P5(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,175,6547,273,274,275,276,277,278])). % 86.57/86.54 cnf(6927,plain, % 86.57/86.54 (P12(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,175,6547,273,274,275,276,277,278,279,280])). % 86.57/86.54 cnf(6931,plain, % 86.57/86.54 (P42(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,6547,273,274,275,276,277,278,279,280,281,282])). % 86.57/86.54 cnf(6937,plain, % 86.57/86.54 (P6(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,6547,273,274,275,276,277,278,279,280,281,282,283,284,285])). % 86.57/86.54 cnf(6939,plain, % 86.57/86.54 (P35(f27(f11(f10(f7(x69391,x69391,a1),x69392,a1),f10(f4(a1),a1,a1),a1)))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,6547,273,274,275,276,277,278,279,280,281,282,283,284,285,286])). % 86.57/86.54 cnf(6943,plain, % 86.57/86.54 (P13(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,6547,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288])). % 86.57/86.54 cnf(6945,plain, % 86.57/86.54 (P50(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,6547,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289])). % 86.57/86.54 cnf(6949,plain, % 86.57/86.54 (P60(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,203,6547,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291])). % 86.57/86.54 cnf(6951,plain, % 86.57/86.54 (P49(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,203,6547,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292])). % 86.57/86.54 cnf(6969,plain, % 86.57/86.54 (P15(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,6547,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301])). % 86.57/86.54 cnf(6973,plain, % 86.57/86.54 (P44(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,6547,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303])). % 86.57/86.54 cnf(6985,plain, % 86.57/86.54 (P70(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309])). % 86.57/86.54 cnf(6987,plain, % 86.57/86.54 (P27(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310])). % 86.57/86.54 cnf(6991,plain, % 86.57/86.54 (P68(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312])). % 86.57/86.54 cnf(6993,plain, % 86.57/86.54 (P56(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313])). % 86.57/86.54 cnf(6995,plain, % 86.57/86.54 (P45(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314])). % 86.57/86.54 cnf(6999,plain, % 86.57/86.54 (P16(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,240,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316])). % 86.57/86.54 cnf(7001,plain, % 86.57/86.54 (P17(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,240,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317])). % 86.57/86.54 cnf(7007,plain, % 86.57/86.54 (P28(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,240,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320])). % 86.57/86.54 cnf(7011,plain, % 86.57/86.54 (P19(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,240,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322])). % 86.57/86.54 cnf(7013,plain, % 86.57/86.54 (P69(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,240,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323])). % 86.57/86.54 cnf(7015,plain, % 86.57/86.54 (P21(f27(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,240,6547,6604,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324])). % 86.57/86.54 cnf(7021,plain, % 86.57/86.54 (P10(x70211,x70211,a2)), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,221,240,6547,6604,5980,6545,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370])). % 86.57/86.54 cnf(7029,plain, % 86.57/86.54 (~E(f4(a2),f3(a2))), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,211,221,240,6547,6604,5980,6545,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326])). % 86.57/86.54 cnf(7041,plain, % 86.57/86.54 (P10(x70411,f10(x70412,x70411,a2),a2)), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,211,221,240,2374,1848,6547,6604,6605,5980,6545,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569])). % 86.57/86.54 cnf(7043,plain, % 86.57/86.54 (P10(x70431,f10(x70431,x70432,a2),a2)), % 86.57/86.54 inference(scs_inference,[],[147,155,164,175,178,198,203,211,221,240,2374,1848,6547,6604,6605,5980,6545,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570])). % 86.57/86.54 cnf(7057,plain, % 86.57/86.54 (E(f9(x70571,f4(a2),a2),x70571)), % 86.57/86.54 inference(scs_inference,[],[147,155,158,164,175,178,198,203,211,221,240,2221,2374,1848,6547,6533,6603,6604,6605,5980,6545,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379])). % 86.57/86.54 cnf(7176,plain, % 86.57/86.54 (P8(f3(a1),f15(x71761,a2),a1)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434])). % 86.57/86.54 cnf(7178,plain, % 86.57/86.54 (P8(f3(a1),f18(x71781,a2),a1)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435])). % 86.57/86.54 cnf(7184,plain, % 86.57/86.54 (P9(f3(a1),f24(x71841,a2),a1)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438])). % 86.57/86.54 cnf(7186,plain, % 86.57/86.54 (P9(f3(a1),f21(x71861,a2),a1)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439])). % 86.57/86.54 cnf(7188,plain, % 86.57/86.54 (P9(f3(a1),f26(x71881,a2),a1)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440])). % 86.57/86.54 cnf(7190,plain, % 86.57/86.54 (P8(f5(f3(f10(f4(a1),f10(f4(a1),a1,a1),a1)),f10(f4(a1),f10(f4(a1),a1,a1),a1)),f3(f10(f4(a1),f10(f4(a1),a1,a1),a1)),f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469])). % 86.57/86.54 cnf(7192,plain, % 86.57/86.54 (E(f10(x71921,x71922,a2),f10(x71922,x71921,a2))), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490])). % 86.57/86.54 cnf(7194,plain, % 86.57/86.54 (E(f11(x71941,x71942,a2),f11(x71942,x71941,a2))), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492])). % 86.57/86.54 cnf(7198,plain, % 86.57/86.54 (~P9(f15(x71981,a2),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513])). % 86.57/86.54 cnf(7202,plain, % 86.57/86.54 (E(f7(f11(x72021,x72022,a2),x72022,a2),x72021)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,2221,2374,1848,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1357,1332,1331,1319,1930,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572])). % 86.57/86.54 cnf(7267,plain, % 86.57/86.54 (P8(f15(f3(a2),a2),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,1406,2221,2374,1848,6349,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1358,1357,1333,1332,1331,1319,1930,1877,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464])). % 86.57/86.54 cnf(7271,plain, % 86.57/86.54 (~P9(f3(a1),f15(f3(a2),a2),a1)), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,1406,2221,2374,1848,6349,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1358,1357,1333,1332,1331,1319,1930,1877,1863,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560])). % 86.57/86.54 cnf(7291,plain, % 86.57/86.54 (P9(f3(f10(a1,f4(a1),a1)),f11(f4(f10(a1,f4(a1),a1)),f4(f10(a1,f4(a1),a1)),f10(a1,f4(a1),a1)),f10(a1,f4(a1),a1))), % 86.57/86.54 inference(scs_inference,[],[145,147,153,155,158,161,164,167,175,178,189,198,203,211,221,240,1406,2221,2374,1848,6349,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1363,1358,1357,1333,1332,1331,1319,1930,1877,1863,1802,1800,3990,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653])). % 86.57/86.54 cnf(7417,plain, % 86.57/86.54 (P8(f15(f10(x74171,x74172,a2),a2),f10(f15(x74172,a2),f26(x74171,a2),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,203,211,221,240,1406,2221,2374,1848,6349,6547,6533,6576,6579,6588,6603,6604,6605,5980,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1324,1319,1950,1932,1930,1877,1863,1820,1802,1800,3990,1315,1310,1321,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976])). % 86.57/86.54 cnf(7442,plain, % 86.57/86.54 (P8(x74421,f5(f11(f10(f7(x74422,x74422,a1),x74423,a1),f5(x74421,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(7479,plain, % 86.57/86.54 (~P8(f11(f11(f34(x74791,x74792),x74793,a1),f11(f10(f14(f3(a1)),f14(f3(a1)),a1),f10(x74794,x74794,a1),a1),a1),x74793,a1)), % 86.57/86.54 inference(rename_variables,[],[3054])). % 86.57/86.54 cnf(7506,plain, % 86.57/86.54 (P8(f11(f10(f7(x75061,x75061,a1),x75062,a1),f11(f10(f7(x75063,x75063,a1),x75064,a1),x75065,a1),a1),x75065,a1)), % 86.57/86.54 inference(rename_variables,[],[5900])). % 86.57/86.54 cnf(7510,plain, % 86.57/86.54 (P9(f14(f13(f5(f4(a1),a1),a1)),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,238,240,1406,2221,2374,1209,1848,2676,6349,6547,4371,6533,6576,6579,6588,6603,6604,6605,3054,7479,5980,6504,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1324,1319,5744,1950,1932,1930,1877,1863,1820,1802,1800,3990,5900,1315,1310,1321,2207,150,179,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543])). % 86.57/86.54 cnf(7517,plain, % 86.57/86.54 (P8(x75171,f5(f11(f10(f7(x75172,x75172,a1),x75173,a1),f5(x75171,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(7528,plain, % 86.57/86.54 (P8(f13(f5(f4(a1),a1),a1),f34(x75281,x75282),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,238,240,1406,2221,2374,1209,1848,2676,6349,4870,6547,4371,7442,6533,6576,6579,6588,6603,6604,6605,6595,3054,7479,5980,6504,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1324,1319,5744,1950,1932,1930,1877,1863,1820,1802,1800,3990,5900,1315,1310,1321,2207,150,179,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514])). % 86.57/86.54 cnf(7533,plain, % 86.57/86.54 (P8(f3(a1),f5(f34(x75331,x75332),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,238,240,1406,2221,2374,1209,2407,1848,2676,6349,4870,6547,4371,7442,6533,6576,6579,6588,6603,6604,6605,6595,3054,7479,5980,6504,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1324,1319,5744,1950,1932,1930,1877,1863,1820,1802,1800,3990,1195,5900,1315,1310,1321,2207,150,179,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471])). % 86.57/86.54 cnf(7539,plain, % 86.57/86.54 (E(f11(x75391,f7(x75392,x75392,a1),x75393),f11(x75391,f3(a1),x75393))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,238,240,1406,2221,2374,1209,2407,1848,2676,6349,4870,6547,4371,7442,6533,6576,6579,6588,6603,6604,6605,6595,3054,7479,5980,6504,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1324,1319,5744,1950,1932,1930,1877,1863,1820,1802,1800,3990,1195,5900,1315,1310,1321,2207,150,179,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14])). % 86.57/86.54 cnf(7550,plain, % 86.57/86.54 (P57(f11(f10(f7(x75501,x75501,a1),x75502,a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6547])). % 86.57/86.54 cnf(7569,plain, % 86.57/86.54 (P9(x75691,f9(f11(f34(x75692,x75693),f10(f5(x75691,a1),f34(x75694,x75695),a1),a1),f34(x75694,x75695),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5750])). % 86.57/86.54 cnf(7572,plain, % 86.57/86.54 (P41(f11(f10(f7(f7(x75721,x75721,a1),x75722,a1),x75723,a1),f11(f10(x75722,x75723,a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6557])). % 86.57/86.54 cnf(7619,plain, % 86.57/86.54 (~P9(f11(f34(x76191,x76192),x76193,f10(f4(a1),a1,a1)),f11(f3(a1),x76193,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,238,240,1406,2221,2253,2374,1209,2407,1186,1699,1848,2676,6349,4870,6547,4371,7442,2362,6533,6557,7572,6576,6579,6588,6603,6604,6605,6595,1860,3054,7479,6879,5980,3187,6504,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,5750,3990,1195,168,208,5900,1315,1314,152,1311,1310,1321,146,160,2207,150,151,179,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973])). % 86.57/86.54 cnf(7648,plain, % 86.57/86.54 (P8(x76481,x76481,a1)), % 86.57/86.54 inference(rename_variables,[],[243])). % 86.57/86.54 cnf(7660,plain, % 86.57/86.54 (~E(f11(f10(x76601,x76601,a1),f10(f14(f4(a1)),f14(f4(a1)),a1),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,2676,6349,4870,6547,4371,7442,2362,6533,6557,7572,6576,6579,6588,6603,6604,6605,6595,1860,3054,7479,6879,5980,3187,6504,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1195,168,208,5900,1315,1314,152,1311,1310,243,1321,146,160,192,2207,1303,1304,150,151,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932])). % 86.57/86.54 cnf(7707,plain, % 86.57/86.54 (P57(f11(f10(f7(x77071,x77071,a1),x77072,a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6547])). % 86.57/86.54 cnf(7726,plain, % 86.57/86.54 (~P9(f3(a1),f4(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,2676,6349,4870,5378,3455,6547,7550,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6595,1860,3054,7479,1922,6879,5980,3187,6504,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,146,160,162,192,2207,1303,1304,150,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023])). % 86.57/86.54 cnf(7728,plain, % 86.57/86.54 (P8(f13(f5(f4(a1),a1),a1),f13(f13(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,2676,6349,4870,5378,3455,6547,7550,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6595,1860,3054,7479,1922,6879,5980,3187,6504,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,146,160,162,192,2207,1303,1304,150,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614])). % 86.57/86.54 cnf(7732,plain, % 86.57/86.54 (P9(f8(f13(f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,2676,6349,4870,5378,3455,6547,7550,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6595,1860,3054,7479,1922,6879,5980,3187,6504,4279,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,146,160,162,192,2207,1303,1304,150,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631])). % 86.57/86.54 cnf(7738,plain, % 86.57/86.54 (P8(f3(f10(f4(a1),a1,a1)),f10(x77381,x77381,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,2676,6349,4870,5378,3455,6547,7550,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6595,1860,3054,7479,1922,6879,5980,3187,6504,4279,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,146,160,162,192,2207,1303,1304,150,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794])). % 86.57/86.54 cnf(7742,plain, % 86.57/86.54 (~P8(f7(f4(f10(f4(a1),a1,a1)),f8(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,2676,6349,4870,5378,3455,6547,7550,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6595,1860,3054,7479,1922,6879,6690,5980,3187,6504,4279,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,146,160,162,192,2207,1303,1304,150,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769])). % 86.57/86.54 cnf(7747,plain, % 86.57/86.54 (~E(f11(x77471,f11(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x77471)), % 86.57/86.54 inference(rename_variables,[],[4799])). % 86.57/86.54 cnf(7763,plain, % 86.57/86.54 (P57(f11(f10(f7(x77631,x77631,a1),x77632,a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6547])). % 86.57/86.54 cnf(7769,plain, % 86.57/86.54 (P10(f7(x77691,x77691,a1),f3(a1),f11(f10(f7(x77692,x77692,a1),x77693,a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,2676,6349,4870,5378,3455,3757,6547,7550,7707,7763,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,146,160,162,192,2207,1303,1304,150,199,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470])). % 86.57/86.54 cnf(7776,plain, % 86.57/86.54 (P57(f11(f10(f7(x77761,x77761,a1),x77762,a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6547])). % 86.57/86.54 cnf(7778,plain, % 86.57/86.54 (~P9(f7(f34(x77781,x77782),f3(a1),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,1418,2676,6349,4870,5378,3455,5815,3757,6547,7550,7707,7763,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,156,146,160,162,192,2207,1303,1304,150,199,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770])). % 86.57/86.54 cnf(7782,plain, % 86.57/86.54 (P9(f7(f3(a1),f34(x77821,x77822),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1699,1848,1418,2676,6349,4870,5378,3455,5815,3757,1560,6547,7550,7707,7763,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,156,146,160,162,192,2207,1303,1304,173,150,199,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727])). % 86.57/86.54 cnf(7800,plain, % 86.57/86.54 (P8(f8(f3(a1),a1),f4(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1397,1699,1848,1418,2676,6349,4870,5378,3455,4175,5815,3757,1560,6547,7550,7707,7763,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1820,1802,1800,1785,5750,3990,1309,253,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,156,146,160,162,192,2207,1303,157,1304,186,173,150,199,172,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494])). % 86.57/86.54 cnf(7810,plain, % 86.57/86.54 (P8(f3(f10(f4(a1),f10(f4(a1),a1,a1),a1)),f5(x78101,f10(f4(a1),f10(f4(a1),a1,a1),a1)),f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,2374,1209,1173,2407,1186,1397,1699,1848,1418,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,4371,7442,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,3990,1309,253,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,156,146,160,162,192,2207,1303,157,1304,186,173,150,199,172,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661])). % 86.57/86.54 cnf(7824,plain, % 86.57/86.54 (P9(f3(a1),f10(f4(a1),f4(a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,4371,7442,3658,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,3990,1309,253,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497])). % 86.57/86.54 cnf(7828,plain, % 86.57/86.54 (P9(f13(f34(x78281,x78282),f10(f4(a1),a1,a1)),f13(f3(a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,4371,7442,3658,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,3990,1309,253,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655])). % 86.57/86.54 cnf(7830,plain, % 86.57/86.54 (P8(f3(f10(f4(a1),f10(f4(a1),a1,a1),a1)),f3(f10(f4(a1),f10(f4(a1),a1,a1),a1)),f10(f4(a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,4371,7442,3658,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,3990,1309,253,1822,266,1195,168,208,5900,1339,1315,1340,1336,1314,152,1311,1310,243,1321,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622])). % 86.57/86.54 cnf(7834,plain, % 86.57/86.54 (P9(f3(a1),f34(x78341,x78342),f11(f10(f7(x78343,x78343,a1),x78344,a1),f11(f10(f7(x78345,x78345,a1),x78346,a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6595])). % 86.57/86.54 cnf(7839,plain, % 86.57/86.54 (~P8(f11(f10(f7(x78391,x78391,a1),x78392,a1),f11(f34(x78393,x78394),x78395,a1),a1),x78395,a1)), % 86.57/86.54 inference(rename_variables,[],[2230])). % 86.57/86.54 cnf(7848,plain, % 86.57/86.54 (P9(f11(x78481,f3(a1),f10(f4(a1),a1,a1)),f11(x78481,f34(x78482,x78483),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,4371,7442,3658,2451,2362,6658,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,4297,4548,1367,1366,1363,1358,1357,1353,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,3990,1309,253,1822,266,1195,168,208,1342,5900,2527,3929,4514,1339,1315,1340,1336,1314,152,1311,1310,243,1321,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826])). % 86.57/86.54 cnf(7857,plain, % 86.57/86.54 (E(x78571,f11(f10(f7(f7(x78572,x78572,a1),x78573,a1),x78574,a1),f11(f10(x78573,x78574,a1),x78571,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7867,plain, % 86.57/86.54 (P8(f10(f7(x78671,x78671,a1),x78672,a1),f13(f11(f10(f7(x78673,x78673,a1),x78674,a1),f3(a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,7839,4371,7442,3658,2451,2362,6658,6381,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,4297,4548,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,3990,1309,253,1822,266,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811])). % 86.57/86.54 cnf(7873,plain, % 86.57/86.54 (E(f10(f4(a1),x78731,a1),x78731)), % 86.57/86.54 inference(rename_variables,[],[244])). % 86.57/86.54 cnf(7887,plain, % 86.57/86.54 (P8(f10(f3(a1),f3(a1),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,7839,4371,7442,3658,2451,6329,2362,6658,6381,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791])). % 86.57/86.54 cnf(7891,plain, % 86.57/86.54 (P9(f11(x78911,f13(f5(f4(a1),a1),a1),a1),f11(x78911,f34(x78912,x78913),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,7839,4371,7442,3658,2451,6329,2362,6658,6381,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827])). % 86.57/86.54 cnf(7894,plain, % 86.57/86.54 (P8(x78941,f5(f11(f10(f7(x78942,x78942,a1),x78943,a1),f5(x78941,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(7896,plain, % 86.57/86.54 (P11(f11(f10(f7(f7(x78961,x78961,a1),x78962,a1),x78963,a1),f11(f10(x78962,x78963,a1),f27(a2),a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,7839,4371,7442,7517,3658,2451,6329,2362,6658,6381,7857,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116])). % 86.57/86.54 cnf(7897,plain, % 86.57/86.54 (E(x78971,f11(f10(f7(f7(x78972,x78972,a1),x78973,a1),x78974,a1),f11(f10(x78973,x78974,a1),x78971,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7903,plain, % 86.57/86.54 (P9(x79031,f9(f11(f34(x79032,x79033),f10(f5(x79031,a1),f34(x79034,x79035),a1),a1),f34(x79034,x79035),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5750])). % 86.57/86.54 cnf(7907,plain, % 86.57/86.54 (~P8(f11(x79071,f4(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f11(x79071,f8(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,189,198,201,203,211,221,224,226,238,240,1406,2221,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,7839,4371,7442,7517,3658,2451,6329,2362,6658,6381,7857,6533,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970])). % 86.57/86.54 cnf(7910,plain, % 86.57/86.54 (E(x79101,f11(f10(f7(f7(x79102,x79102,a1),x79103,a1),x79104,a1),f11(f10(x79103,x79104,a1),x79101,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7912,plain, % 86.57/86.54 (E(f10(f4(a1),x79121,a1),x79121)), % 86.57/86.54 inference(rename_variables,[],[244])). % 86.57/86.54 cnf(7915,plain, % 86.57/86.54 (E(f11(f10(f7(x79151,x79152,a1),x79153,a1),f11(f10(x79152,x79153,a1),x79154,a1),a1),f11(f10(x79151,x79153,a1),x79154,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7916,plain, % 86.57/86.54 (~P10(f7(x79161,x79161,a1),f34(x79162,x79163),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,221,224,226,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,7839,4371,7442,7517,3658,2451,6329,2362,6658,6381,7857,7897,6533,6535,6557,7572,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81])). % 86.57/86.54 cnf(7918,plain, % 86.57/86.54 (E(f10(f4(a1),x79181,a1),x79181)), % 86.57/86.54 inference(rename_variables,[],[244])). % 86.57/86.54 cnf(7921,plain, % 86.57/86.54 (E(f11(f10(f7(x79211,x79212,a1),x79213,a1),f11(f10(x79212,x79213,a1),x79214,a1),a1),f11(f10(x79211,x79213,a1),x79214,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7923,plain, % 86.57/86.54 (E(x79231,f11(f10(f7(f7(x79232,x79232,a1),x79233,a1),x79234,a1),f11(f10(x79233,x79234,a1),x79231,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7926,plain, % 86.57/86.54 (E(f11(f10(f7(x79261,x79262,a1),x79263,a1),f11(f10(x79262,x79263,a1),x79264,a1),a1),f11(f10(x79261,x79263,a1),x79264,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7928,plain, % 86.57/86.54 (E(f10(f4(a1),x79281,a1),x79281)), % 86.57/86.54 inference(rename_variables,[],[244])). % 86.57/86.54 cnf(7930,plain, % 86.57/86.54 (E(x79301,f11(f10(f7(f7(x79302,x79302,a1),x79303,a1),x79304,a1),f11(f10(x79303,x79304,a1),x79301,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7932,plain, % 86.57/86.54 (E(x79321,f11(f10(f7(f7(x79322,x79322,a1),x79323,a1),x79324,a1),f11(f10(x79323,x79324,a1),x79321,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7934,plain, % 86.57/86.54 (E(x79341,f11(f10(f7(f7(x79342,x79342,a1),x79343,a1),x79344,a1),f11(f10(x79343,x79344,a1),x79341,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7937,plain, % 86.57/86.54 (E(f11(f10(f7(x79371,x79372,a1),x79373,a1),f11(f10(x79372,x79373,a1),x79374,a1),a1),f11(f10(x79371,x79373,a1),x79374,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7940,plain, % 86.57/86.54 (E(f11(f10(f7(x79401,x79402,a1),x79403,a1),f11(f10(x79402,x79403,a1),x79404,a1),a1),f11(f10(x79401,x79403,a1),x79404,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7943,plain, % 86.57/86.54 (E(f11(f10(f7(x79431,x79432,a1),x79433,a1),f11(f10(x79432,x79433,a1),x79434,a1),a1),f11(f10(x79431,x79433,a1),x79434,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7945,plain, % 86.57/86.54 (E(x79451,f11(f10(f7(f7(x79452,x79452,a1),x79453,a1),x79454,a1),f11(f10(x79453,x79454,a1),x79451,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7947,plain, % 86.57/86.54 (E(x79471,f11(f10(f7(f7(x79472,x79472,a1),x79473,a1),x79474,a1),f11(f10(x79473,x79474,a1),x79471,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7949,plain, % 86.57/86.54 (E(f10(f4(a1),x79491,a1),x79491)), % 86.57/86.54 inference(rename_variables,[],[244])). % 86.57/86.54 cnf(7952,plain, % 86.57/86.54 (E(f11(f10(f7(x79521,x79522,a1),x79523,a1),f11(f10(x79522,x79523,a1),x79524,a1),a1),f11(f10(x79521,x79523,a1),x79524,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7953,plain, % 86.57/86.54 (P41(f11(f10(f7(f7(x79531,x79531,a1),x79532,a1),x79533,a1),f11(f10(x79532,x79533,a1),a2,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,221,224,226,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,6533,6535,6544,6555,6556,6557,7572,6559,6569,6570,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84])). % 86.57/86.54 cnf(7954,plain, % 86.57/86.54 (E(x79541,f11(f10(f7(f7(x79542,x79542,a1),x79543,a1),x79544,a1),f11(f10(x79543,x79544,a1),x79541,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7955,plain, % 86.57/86.54 (P15(f11(f10(f7(f7(x79551,x79551,a1),x79552,a1),x79553,a1),f11(f10(x79552,x79553,a1),a2,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,221,224,226,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,6533,6535,6544,6555,6556,6557,7572,6559,6569,6570,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112])). % 86.57/86.54 cnf(7956,plain, % 86.57/86.54 (E(x79561,f11(f10(f7(f7(x79562,x79562,a1),x79563,a1),x79564,a1),f11(f10(x79563,x79564,a1),x79561,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7958,plain, % 86.57/86.54 (E(x79581,f11(f10(f7(f7(x79582,x79582,a1),x79583,a1),x79584,a1),f11(f10(x79583,x79584,a1),x79581,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7960,plain, % 86.57/86.54 (E(x79601,f11(f10(f7(f7(x79602,x79602,a1),x79603,a1),x79604,a1),f11(f10(x79603,x79604,a1),x79601,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7962,plain, % 86.57/86.54 (E(x79621,f11(f10(f7(f7(x79622,x79622,a1),x79623,a1),x79624,a1),f11(f10(x79623,x79624,a1),x79621,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7964,plain, % 86.57/86.54 (E(x79641,f11(f10(f7(f7(x79642,x79642,a1),x79643,a1),x79644,a1),f11(f10(x79643,x79644,a1),x79641,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7967,plain, % 86.57/86.54 (E(f11(f10(f7(x79671,x79672,a1),x79673,a1),f11(f10(x79672,x79673,a1),x79674,a1),a1),f11(f10(x79671,x79673,a1),x79674,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7969,plain, % 86.57/86.54 (E(x79691,f11(f10(f7(f7(x79692,x79692,a1),x79693,a1),x79694,a1),f11(f10(x79693,x79694,a1),x79691,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7971,plain, % 86.57/86.54 (E(x79711,f11(f10(f7(f7(x79712,x79712,a1),x79713,a1),x79714,a1),f11(f10(x79713,x79714,a1),x79711,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7973,plain, % 86.57/86.54 (E(f10(f4(a1),x79731,a1),x79731)), % 86.57/86.54 inference(rename_variables,[],[244])). % 86.57/86.54 cnf(7975,plain, % 86.57/86.54 (E(x79751,f11(f10(f7(f7(x79752,x79752,a1),x79753,a1),x79754,a1),f11(f10(x79753,x79754,a1),x79751,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7976,plain, % 86.57/86.54 (P22(f11(f10(f7(f7(x79761,x79761,a1),x79762,a1),x79763,a1),f11(f10(x79762,x79763,a1),a2,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,221,224,226,230,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,6533,6535,6544,6555,6556,6557,7572,6559,6569,6570,6571,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127])). % 86.57/86.54 cnf(7977,plain, % 86.57/86.54 (E(x79771,f11(f10(f7(f7(x79772,x79772,a1),x79773,a1),x79774,a1),f11(f10(x79773,x79774,a1),x79771,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7981,plain, % 86.57/86.54 (E(x79811,f11(f10(f7(f7(x79812,x79812,a1),x79813,a1),x79814,a1),f11(f10(x79813,x79814,a1),x79811,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7982,plain, % 86.57/86.54 (P32(f11(f10(f7(x79821,x79821,a1),x79822,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,221,224,226,230,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,6533,6535,6544,6555,6556,6557,7572,6559,6562,6569,6570,6571,6576,6579,6588,6603,6604,6605,6616,6746,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137])). % 86.57/86.54 cnf(7984,plain, % 86.57/86.54 (E(f11(f10(f7(x79841,x79842,a1),x79843,a1),f11(f10(x79842,x79843,a1),x79844,a1),a1),f11(f10(x79841,x79843,a1),x79844,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7986,plain, % 86.57/86.54 (E(x79861,f11(f10(f7(f7(x79862,x79862,a1),x79863,a1),x79864,a1),f11(f10(x79863,x79864,a1),x79861,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7989,plain, % 86.57/86.54 (E(f11(f10(f7(x79891,x79892,a1),x79893,a1),f11(f10(x79892,x79893,a1),x79894,a1),a1),f11(f10(x79891,x79893,a1),x79894,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7991,plain, % 86.57/86.54 (E(x79911,f11(f10(f7(f7(x79912,x79912,a1),x79913,a1),x79914,a1),f11(f10(x79913,x79914,a1),x79911,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7994,plain, % 86.57/86.54 (E(f11(f10(f7(x79941,x79942,a1),x79943,a1),f11(f10(x79942,x79943,a1),x79944,a1),a1),f11(f10(x79941,x79943,a1),x79944,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(7996,plain, % 86.57/86.54 (E(x79961,f11(f10(f7(f7(x79962,x79962,a1),x79963,a1),x79964,a1),f11(f10(x79963,x79964,a1),x79961,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(7998,plain, % 86.57/86.54 (E(x79981,f11(f10(f7(f7(x79982,x79982,a1),x79983,a1),x79984,a1),f11(f10(x79983,x79984,a1),x79981,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8000,plain, % 86.57/86.54 (E(x80001,f11(f10(f7(f7(x80002,x80002,a1),x80003,a1),x80004,a1),f11(f10(x80003,x80004,a1),x80001,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8002,plain, % 86.57/86.54 (E(x80021,f11(f10(f7(f7(x80022,x80022,a1),x80023,a1),x80024,a1),f11(f10(x80023,x80024,a1),x80021,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8003,plain, % 86.57/86.54 (P59(f11(f10(f7(x80031,x80031,a1),x80032,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,219,221,224,226,228,230,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6579,6585,6588,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102])). % 86.57/86.54 cnf(8005,plain, % 86.57/86.54 (E(f11(f10(f7(x80051,x80052,a1),x80053,a1),f11(f10(x80052,x80053,a1),x80054,a1),a1),f11(f10(x80051,x80053,a1),x80054,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8007,plain, % 86.57/86.54 (E(f10(f4(a1),x80071,a1),x80071)), % 86.57/86.54 inference(rename_variables,[],[244])). % 86.57/86.54 cnf(8009,plain, % 86.57/86.54 (E(x80091,f11(f10(f7(f7(x80092,x80092,a1),x80093,a1),x80094,a1),f11(f10(x80093,x80094,a1),x80091,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8010,plain, % 86.57/86.54 (P1(f11(f10(f7(x80101,x80101,a1),x80102,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,219,221,224,226,228,230,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6579,6580,6585,6588,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67])). % 86.57/86.54 cnf(8012,plain, % 86.57/86.54 (E(f11(f10(f7(x80121,x80122,a1),x80123,a1),f11(f10(x80122,x80123,a1),x80124,a1),a1),f11(f10(x80121,x80123,a1),x80124,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8014,plain, % 86.57/86.54 (E(x80141,f11(f10(f7(f7(x80142,x80142,a1),x80143,a1),x80144,a1),f11(f10(x80143,x80144,a1),x80141,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8015,plain, % 86.57/86.54 (P58(f11(f10(f7(x80151,x80151,a1),x80152,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,219,221,224,226,228,230,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6579,6580,6585,6588,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95])). % 86.57/86.54 cnf(8017,plain, % 86.57/86.54 (E(f11(f10(f7(x80171,x80172,a1),x80173,a1),f11(f10(x80172,x80173,a1),x80174,a1),a1),f11(f10(x80171,x80173,a1),x80174,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8018,plain, % 86.57/86.54 (P7(f11(f10(f7(x80181,x80181,a1),x80182,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,219,221,224,226,228,230,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6579,6580,6585,6588,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138])). % 86.57/86.54 cnf(8020,plain, % 86.57/86.54 (E(f11(f10(f7(x80201,x80202,a1),x80203,a1),f11(f10(x80202,x80203,a1),x80204,a1),a1),f11(f10(x80201,x80203,a1),x80204,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8021,plain, % 86.57/86.54 (P26(f11(f10(f7(x80211,x80211,a1),x80212,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,217,219,221,224,226,228,230,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6585,6588,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106])). % 86.57/86.54 cnf(8023,plain, % 86.57/86.54 (E(f11(f10(f7(x80231,x80232,a1),x80233,a1),f11(f10(x80232,x80233,a1),x80234,a1),a1),f11(f10(x80231,x80233,a1),x80234,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8025,plain, % 86.57/86.54 (E(x80251,f11(f10(f7(f7(x80252,x80252,a1),x80253,a1),x80254,a1),f11(f10(x80253,x80254,a1),x80251,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8027,plain, % 86.57/86.54 (E(x80271,f11(f10(f7(f7(x80272,x80272,a1),x80273,a1),x80274,a1),f11(f10(x80273,x80274,a1),x80271,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8028,plain, % 86.57/86.54 (P65(f11(f10(f7(x80281,x80281,a1),x80282,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6588,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115])). % 86.57/86.54 cnf(8030,plain, % 86.57/86.54 (E(f11(f10(f7(x80301,x80302,a1),x80303,a1),f11(f10(x80302,x80303,a1),x80304,a1),a1),f11(f10(x80301,x80303,a1),x80304,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8032,plain, % 86.57/86.54 (E(x80321,f11(f10(f7(f7(x80322,x80322,a1),x80323,a1),x80324,a1),f11(f10(x80323,x80324,a1),x80321,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8034,plain, % 86.57/86.54 (E(x80341,f11(f10(f7(f7(x80342,x80342,a1),x80343,a1),x80344,a1),f11(f10(x80343,x80344,a1),x80341,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8035,plain, % 86.57/86.54 (P25(f11(f10(f7(x80351,x80351,a1),x80352,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6588,6594,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99])). % 86.57/86.54 cnf(8037,plain, % 86.57/86.54 (E(f11(f10(f7(x80371,x80372,a1),x80373,a1),f11(f10(x80372,x80373,a1),x80374,a1),a1),f11(f10(x80371,x80373,a1),x80374,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8038,plain, % 86.57/86.54 (P24(f11(f10(f7(x80381,x80381,a1),x80382,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6594,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92])). % 86.57/86.54 cnf(8040,plain, % 86.57/86.54 (E(f11(f10(f7(x80401,x80402,a1),x80403,a1),f11(f10(x80402,x80403,a1),x80404,a1),a1),f11(f10(x80401,x80403,a1),x80404,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8041,plain, % 86.57/86.54 (P23(f11(f10(f7(x80411,x80411,a1),x80412,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80])). % 86.57/86.54 cnf(8043,plain, % 86.57/86.54 (E(f11(f10(f7(x80431,x80432,a1),x80433,a1),f11(f10(x80432,x80433,a1),x80434,a1),a1),f11(f10(x80431,x80433,a1),x80434,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8045,plain, % 86.57/86.54 (E(x80451,f11(f10(f7(f7(x80452,x80452,a1),x80453,a1),x80454,a1),f11(f10(x80453,x80454,a1),x80451,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8046,plain, % 86.57/86.54 (~P9(f15(a33,a2),a28,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71])). % 86.57/86.54 cnf(8048,plain, % 86.57/86.54 (P5(f11(f10(f7(f7(x80481,x80481,a1),x80482,a1),x80483,a1),f11(f10(x80482,x80483,a1),a2,a1),a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87])). % 86.57/86.54 cnf(8049,plain, % 86.57/86.54 (E(x80491,f11(f10(f7(f7(x80492,x80492,a1),x80493,a1),x80494,a1),f11(f10(x80493,x80494,a1),x80491,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8051,plain, % 86.57/86.54 (E(x80511,f11(f10(f7(f7(x80512,x80512,a1),x80513,a1),x80514,a1),f11(f10(x80513,x80514,a1),x80511,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8053,plain, % 86.57/86.54 (E(x80531,f11(f10(f7(f7(x80532,x80532,a1),x80533,a1),x80534,a1),f11(f10(x80533,x80534,a1),x80531,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8055,plain, % 86.57/86.54 (E(x80551,f11(f10(f7(f7(x80552,x80552,a1),x80553,a1),x80554,a1),f11(f10(x80553,x80554,a1),x80551,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8057,plain, % 86.57/86.54 (E(x80571,f11(f10(f7(f7(x80572,x80572,a1),x80573,a1),x80574,a1),f11(f10(x80573,x80574,a1),x80571,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8060,plain, % 86.57/86.54 (E(f11(f10(f7(x80601,x80602,a1),x80603,a1),f11(f10(x80602,x80603,a1),x80604,a1),a1),f11(f10(x80601,x80603,a1),x80604,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8061,plain, % 86.57/86.54 (P4(f11(f10(f7(x80611,x80611,a1),x80612,a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78])). % 86.57/86.54 cnf(8063,plain, % 86.57/86.54 (E(f11(f10(f7(x80631,x80632,a1),x80633,a1),f11(f10(x80632,x80633,a1),x80634,a1),a1),f11(f10(x80631,x80633,a1),x80634,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8065,plain, % 86.57/86.54 (E(x80651,f11(f10(f7(f7(x80652,x80652,a1),x80653,a1),x80654,a1),f11(f10(x80653,x80654,a1),x80651,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8068,plain, % 86.57/86.54 (E(f11(f10(f7(x80681,x80682,a1),x80683,a1),f11(f10(x80682,x80683,a1),x80684,a1),a1),f11(f10(x80681,x80683,a1),x80684,a1))), % 86.57/86.54 inference(rename_variables,[],[3658])). % 86.57/86.54 cnf(8070,plain, % 86.57/86.54 (E(x80701,f11(f10(f7(f7(x80702,x80702,a1),x80703,a1),x80704,a1),f11(f10(x80703,x80704,a1),x80701,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8072,plain, % 86.57/86.54 (E(x80721,f11(f10(f7(f7(x80722,x80722,a1),x80723,a1),x80724,a1),f11(f10(x80723,x80724,a1),x80721,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6381])). % 86.57/86.54 cnf(8087,plain, % 86.57/86.54 (~E(f11(x80871,f11(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x80871)), % 86.57/86.54 inference(rename_variables,[],[4799])). % 86.57/86.54 cnf(8096,plain, % 86.57/86.54 (P8(x80961,f5(f11(f10(f7(x80962,x80962,a1),x80963,a1),f5(x80961,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(8101,plain, % 86.57/86.54 (E(f10(f9(x81011,f13(f4(a1),a1),a1),f13(f4(a1),a1),a1),x81011)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,7747,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,1309,253,1822,266,3289,1195,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611])). % 86.57/86.54 cnf(8104,plain, % 86.57/86.54 (~E(f5(f34(x81041,x81042),a1),f3(a1))), % 86.57/86.54 inference(rename_variables,[],[2411])). % 86.57/86.54 cnf(8116,plain, % 86.57/86.54 (P8(f9(f4(a1),f13(f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,2411,2407,1186,1397,1699,1848,1418,3704,2676,6349,4870,5378,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,5980,3909,6440,3187,6504,4279,4799,7747,6545,6818,5114,4297,4548,3017,3864,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,1309,253,1822,266,3289,1195,165,168,208,1342,5900,7506,2527,3929,4514,1339,1322,1315,1340,1336,1314,152,1311,1310,243,2399,1321,169,174,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739])). % 86.57/86.54 cnf(8139,plain, % 86.57/86.54 (P8(f11(f10(f7(x81391,x81391,a1),x81392,a1),x81393,a1),x81393,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(8142,plain, % 86.57/86.54 (P8(f11(f10(f7(x81421,x81421,a1),x81422,a1),x81423,a1),x81423,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(8145,plain, % 86.57/86.54 (P8(x81451,x81451,a1)), % 86.57/86.54 inference(rename_variables,[],[243])). % 86.57/86.54 cnf(8164,plain, % 86.57/86.54 (P8(f11(f10(f7(x81641,x81641,a1),x81642,a1),x81643,a1),x81643,a1)), % 86.57/86.54 inference(rename_variables,[],[1889])). % 86.57/86.54 cnf(8184,plain, % 86.57/86.54 (P9(f3(a1),f9(f11(f34(x81841,x81842),f10(f34(x81843,x81844),f34(x81845,x81846),a1),a1),f34(x81845,x81846),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,2411,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,4870,5378,6688,5689,6902,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,6395,5980,3909,6440,3187,6504,6715,4279,4799,7747,6545,6818,5114,3656,4297,4548,3017,3864,5555,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,1309,253,1822,266,1658,3289,1195,165,168,195,204,208,1342,5900,7506,2527,3929,4514,3126,1339,1322,1315,2149,205,2942,1340,1336,1314,1889,8139,8142,152,1311,1310,243,7648,2399,1321,169,174,1307,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505])). % 86.57/86.54 cnf(8193,plain, % 86.57/86.54 (P9(f9(f4(a1),f13(f5(f4(a1),a1),a1),a1),f3(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,2411,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,4870,5378,6688,5689,6902,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,6879,6690,6395,5980,3909,6440,3187,6504,6715,4279,4799,7747,6545,6818,5114,3656,4297,4548,3017,3864,5555,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,1309,253,1822,266,1658,3289,1195,165,168,195,204,208,1342,5900,7506,2527,3929,4514,3126,1339,1322,1315,2149,205,2942,1340,1336,1314,1889,8139,8142,152,1311,1310,243,7648,2399,1321,169,174,1307,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740])). % 86.57/86.54 cnf(8238,plain, % 86.57/86.54 (~P9(x82381,x82381,a1)), % 86.57/86.54 inference(rename_variables,[],[265])). % 86.57/86.54 cnf(8254,plain, % 86.57/86.54 (P8(f11(f13(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f13(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,2411,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,4870,5378,6688,5689,6902,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6572,6474,6595,7834,1860,6445,3054,7479,1922,5449,6879,6690,6395,5980,3909,6440,1762,3187,6504,6715,4279,4926,4799,7747,6545,6818,5114,3656,4297,5373,4321,4548,3017,3864,5555,2198,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,5166,1309,253,1822,266,1658,3289,1195,165,168,191,195,204,208,1342,5900,7506,2527,3929,4514,3787,3126,1339,1322,1315,2149,205,2942,1340,1336,1314,206,1889,8139,8142,152,1311,1310,243,7648,265,2399,1321,169,174,1307,1579,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847])). % 86.57/86.54 cnf(8257,plain, % 86.57/86.54 (P8(f3(a1),f10(x82571,x82571,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(8262,plain, % 86.57/86.54 (P8(x82621,f5(f11(f10(f7(x82622,x82622,a1),x82623,a1),f5(x82621,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(8265,plain, % 86.57/86.54 (P8(f3(a1),f10(x82651,x82651,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(8267,plain, % 86.57/86.54 (~P8(f34(x82671,x82672),f3(a1),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,2411,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,4870,5378,6688,5689,6902,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6474,6595,7834,1860,6445,3054,7479,1922,5449,6879,6690,6395,5980,3909,6440,1762,3187,6504,6715,4279,4926,4799,7747,6545,6818,5114,3656,4297,5373,4321,4548,3017,3864,5555,2198,1367,1366,1363,1358,1357,1353,1347,1341,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,5166,1309,253,1822,266,1658,3289,1195,165,168,191,195,204,208,1342,5900,7506,2527,3929,4514,3787,3126,4525,8257,1339,1322,1315,1312,2149,205,2942,1340,1336,1314,206,1889,8139,8142,152,1311,1310,243,7648,265,2399,1321,169,174,1307,1579,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540])). % 86.57/86.54 cnf(8268,plain, % 86.57/86.54 (~P9(f34(x82681,x82682),f3(a1),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1699])). % 86.57/86.54 cnf(8271,plain, % 86.57/86.54 (~P9(f5(f13(x82711,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x82711,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[6521])). % 86.57/86.54 cnf(8287,plain, % 86.57/86.54 (P8(x82871,x82871,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1204])). % 86.57/86.54 cnf(8302,plain, % 86.57/86.54 (~E(f10(f13(f4(a1),a1),f13(f4(a1),a1),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,2411,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,4870,5378,6688,5689,6902,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6521,6474,6595,7834,1860,5276,5317,6445,3054,7479,1922,5449,6879,6690,6395,5980,3909,6440,1762,2219,3187,6504,6715,4279,4926,4799,7747,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,5166,1309,253,1822,266,1658,3289,1195,165,168,191,195,204,208,1342,5900,7506,2527,3929,4514,3787,3126,4525,8257,1339,1322,1315,1312,1204,2149,205,2942,1340,1336,1314,206,1889,8139,8142,1316,152,1311,1310,243,7648,265,2399,1321,169,216,174,1307,1579,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479])). % 86.57/86.54 cnf(8306,plain, % 86.57/86.54 (P9(f10(f3(a1),f5(f34(x83061,x83062),a1),a1),f10(f5(f34(x83061,x83062),a1),f5(f34(x83061,x83062),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,2411,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,4870,5378,6688,5689,6902,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6521,6474,6595,7834,1860,5276,5317,6445,3054,7479,1922,5449,6879,6690,6395,5980,3909,6440,1762,2219,3187,6504,6715,4279,4926,4799,7747,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,5166,1309,253,1822,266,1658,3289,1195,165,168,191,195,204,208,1342,5900,7506,2527,3929,4514,3787,3126,4525,8257,1339,1322,1315,1312,1204,2149,205,2942,1340,1336,1314,206,1889,8139,8142,1316,152,1311,1310,243,7648,265,2399,1321,169,216,174,1307,1579,156,146,160,182,162,192,2207,222,1303,157,1304,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961])). % 86.57/86.54 cnf(8309,plain, % 86.57/86.54 (P8(f3(a1),f10(x83091,x83091,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(8316,plain, % 86.57/86.54 (~P9(f3(f10(f4(a1),a1,a1)),f9(f3(f10(f4(a1),a1,a1)),x83161,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[2163])). % 86.57/86.54 cnf(8324,plain, % 86.57/86.54 (~P9(f9(f10(f11(f3(a1),x83241,a1),f34(x83242,x83243),a1),f34(x83242,x83243),a1),x83241,a1)), % 86.57/86.54 inference(rename_variables,[],[3728])). % 86.57/86.54 cnf(8336,plain, % 86.57/86.54 (P8(f3(a1),f10(x83361,x83361,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(8341,plain, % 86.57/86.54 (P8(x83411,f5(f11(f10(f7(x83412,x83412,a1),x83413,a1),f5(x83411,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(8345,plain, % 86.57/86.54 (~E(f10(f13(f34(x83451,x83452),a1),f13(f34(x83451,x83452),a1),a1),f3(a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,1718,2411,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,3728,4870,5378,6688,5689,6902,3455,4175,2801,5815,3757,1560,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,8262,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6521,6474,6595,7834,1860,5276,5317,6445,3054,7479,6617,1922,5449,6341,6879,6690,2163,6395,5980,3909,6440,2376,1762,2219,3187,6504,6715,4279,4926,4799,7747,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,3990,5166,1774,1309,253,1822,5387,266,1658,3289,1195,165,168,191,195,204,208,1342,5900,7506,2527,3929,4514,3787,3126,4525,8257,8265,8309,1339,1322,1315,1312,1204,1313,2149,205,2942,1340,1336,1314,206,1889,8139,8142,1316,152,193,1311,1310,243,7648,265,2399,1321,169,170,214,216,174,1307,1579,156,146,160,182,162,192,2207,222,1303,157,1304,177,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961,875,873,671,534,810,995,711,473,851,909,864,874,1022,992,1021,478])). % 86.57/86.54 cnf(8367,plain, % 86.57/86.54 (~E(f5(f34(x83671,x83672),a1),f3(a1))), % 86.57/86.54 inference(rename_variables,[],[2411])). % 86.57/86.54 cnf(8391,plain, % 86.57/86.54 (P8(x83911,x83911,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1204])). % 86.57/86.54 cnf(8393,plain, % 86.57/86.54 (~P8(f3(a1),f9(f10(f13(f5(f4(a1),a1),a1),f11(f34(x83931,x83932),f34(x83931,x83932),a1),a1),f10(f4(a1),f4(a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,1718,2411,8104,8367,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,3728,4870,5378,6688,5689,6902,3455,4175,2801,5815,3757,1560,3499,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,8262,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6521,6474,6640,6595,7834,1860,5276,5317,6445,3054,7479,6617,1922,5449,6341,6879,6690,2163,6395,5980,3909,6440,2376,1762,2219,3187,6504,6715,4279,4926,4799,7747,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,6316,3990,5166,1774,1309,253,1822,5387,266,1658,3289,1195,165,168,191,195,204,208,248,1342,5900,7506,2527,3929,4514,3787,3126,4525,8257,8265,8309,1339,1322,1315,3384,1312,1204,8287,1313,2149,205,2942,1340,1336,1314,206,1889,8139,8142,1316,152,193,1311,1310,243,7648,265,2399,1321,169,170,214,216,174,1307,1579,156,146,160,182,162,192,2207,222,1303,197,157,1304,177,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961,875,873,671,534,810,995,711,473,851,909,864,874,1022,992,1021,478,1004,751,752,1101,966,865,869,867,749,899,750,816,817,870,886,967,1003,894,900,1001,887])). % 86.57/86.54 cnf(8414,plain, % 86.57/86.54 (P8(x84141,f10(f5(f11(f10(f7(x84142,x84142,a1),x84143,a1),f5(f9(x84141,f34(x84144,x84145),a1),a1),a1),a1),f34(x84144,x84145),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,1718,2411,8104,8367,2407,1186,1397,1699,1848,1418,3704,6674,2676,6349,3728,4870,5378,6873,6688,5689,6902,3455,4175,2801,5815,3757,1560,3499,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,8262,8341,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6842,6521,6474,6640,6595,7834,1860,5276,5317,6445,3054,7479,6617,1922,5449,6341,6669,6879,6690,2163,6395,5980,3909,6440,2376,1762,2219,3187,6504,6715,4279,4926,4799,7747,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,6316,3990,5166,1774,1309,253,1822,5387,266,1658,3289,1195,165,168,191,195,204,208,248,1342,5900,7506,2527,3929,4514,3787,3126,4525,8257,8265,8309,1339,1322,1315,3384,1312,1204,8287,1313,2149,205,2942,1340,1336,1314,206,1889,8139,8142,1316,152,193,1311,1310,243,7648,265,2399,1534,1321,169,170,214,216,174,1307,1579,156,146,160,182,162,192,2207,222,1303,197,157,1304,177,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961,875,873,671,534,810,995,711,473,851,909,864,874,1022,992,1021,478,1004,751,752,1101,966,865,869,867,749,899,750,816,817,870,886,967,1003,894,900,1001,887,888,891,896,897,892,819,818,893,997])). % 86.57/86.54 cnf(8415,plain, % 86.57/86.54 (P8(x84151,f5(f11(f10(f7(x84152,x84152,a1),x84153,a1),f5(x84151,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(8424,plain, % 86.57/86.54 (P8(x84241,x84241,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1204])). % 86.57/86.54 cnf(8428,plain, % 86.57/86.54 (P8(x84281,x84281,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1204])). % 86.57/86.54 cnf(8432,plain, % 86.57/86.54 (P8(x84321,x84321,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[1204])). % 86.57/86.54 cnf(8439,plain, % 86.57/86.54 (~P9(x84391,f9(f10(f9(f10(x84391,f34(x84392,x84393),a1),f34(x84392,x84393),a1),f34(x84394,x84395),a1),f34(x84394,x84395),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3339])). % 86.57/86.54 cnf(8440,plain, % 86.57/86.54 (P9(x84401,f9(f11(f34(x84402,x84403),f10(f5(f7(f11(x84404,x84401,a1),x84404,a1),a1),f34(x84405,x84406),a1),a1),f34(x84405,x84406),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5759])). % 86.57/86.54 cnf(8443,plain, % 86.57/86.54 (~P9(f9(f10(f11(f3(a1),x84431,a1),f34(x84432,x84433),a1),f34(x84432,x84433),a1),x84431,a1)), % 86.57/86.54 inference(rename_variables,[],[3728])). % 86.57/86.54 cnf(8452,plain, % 86.57/86.54 (~P9(x84521,f9(f10(f9(f10(x84521,f34(x84522,x84523),a1),f34(x84522,x84523),a1),f34(x84524,x84525),a1),f34(x84524,x84525),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3339])). % 86.57/86.54 cnf(8455,plain, % 86.57/86.54 (P8(x84551,f5(f11(f10(f7(x84552,x84552,a1),x84553,a1),f5(x84551,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(8460,plain, % 86.57/86.54 (P8(x84601,f5(f11(f10(f7(x84602,x84602,a1),x84603,a1),f5(x84601,a1),a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4371])). % 86.57/86.54 cnf(8478,plain, % 86.57/86.54 (~P9(x84781,f9(f10(f9(f10(x84781,f34(x84782,x84783),a1),f34(x84782,x84783),a1),f34(x84784,x84785),a1),f34(x84784,x84785),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3339])). % 86.57/86.54 cnf(8483,plain, % 86.57/86.54 (P9(f14(f8(f13(f5(f4(a1),a1),a1),a1)),f4(a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,1718,2411,8104,8367,2407,1186,1397,1699,2112,1848,1418,3704,6655,6674,2676,6349,3728,8324,8443,4870,5378,3670,6873,6688,5689,6902,3339,8439,8452,3455,4175,2801,5815,3757,1560,3499,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,8262,8341,8415,8455,8460,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,3634,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6842,6521,5759,6474,6640,6595,7834,1860,5276,5317,6445,3054,7479,6617,1922,5449,6341,6669,6879,6690,2160,2163,8316,6395,5980,3909,6440,2376,1762,2219,3187,6504,6715,4279,4926,4799,7747,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,6316,3990,5166,1774,1309,253,1822,5387,266,2118,1658,3289,1195,165,168,191,195,204,208,248,1342,5900,7506,2527,3929,4514,3787,3126,4525,8257,8265,8309,8336,1339,1322,1315,3384,1312,1204,8287,8391,8424,8428,8432,1313,2149,205,2942,1340,1336,1314,206,1889,8139,8142,8164,2228,2107,1233,1316,152,193,1311,1310,243,7648,8145,265,2399,1534,1321,169,170,214,216,174,207,1307,1579,156,146,160,182,162,192,2207,222,1303,197,157,1304,177,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961,875,873,671,534,810,995,711,473,851,909,864,874,1022,992,1021,478,1004,751,752,1101,966,865,869,867,749,899,750,816,817,870,886,967,1003,894,900,1001,887,888,891,896,897,892,819,818,893,997,898,1049,1097,1095,1091,1092,1070,1046,1052,1045,1044,1068,1043,1067,883,881,941,882,884,3618,5705,6338,544])). % 86.57/86.54 cnf(8498,plain, % 86.57/86.54 (P9(x84981,f9(f11(f34(x84982,x84983),f10(f5(f7(f11(x84984,x84981,a1),x84984,a1),a1),f34(x84985,x84986),a1),a1),f34(x84985,x84986),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5759])). % 86.57/86.54 cnf(8501,plain, % 86.57/86.54 (P9(x85011,f9(f11(f34(x85012,x85013),f10(f5(f7(f11(x85014,x85011,a1),x85014,a1),a1),f34(x85015,x85016),a1),a1),f34(x85015,x85016),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5759])). % 86.57/86.54 cnf(8506,plain, % 86.57/86.54 (~E(f11(x85061,f11(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x85061)), % 86.57/86.54 inference(rename_variables,[],[4799])). % 86.57/86.54 cnf(8509,plain, % 86.57/86.54 (P9(x85091,f9(f11(f34(x85092,x85093),f10(f5(f7(f11(x85094,x85091,a1),x85094,a1),a1),f34(x85095,x85096),a1),a1),f34(x85095,x85096),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[5759])). % 86.57/86.54 cnf(8514,plain, % 86.57/86.54 (~P9(f5(f13(x85141,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x85141,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[6521])). % 86.57/86.54 cnf(8519,plain, % 86.57/86.54 (~P9(f5(f13(x85191,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x85191,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[6521])). % 86.57/86.54 cnf(8529,plain, % 86.57/86.54 (P9(f3(f10(f4(a1),a1,a1)),f5(f12(f11(f3(f10(f4(a1),a1,a1)),f34(x85291,x85292),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,2479,2253,1180,5367,2374,1209,1173,1718,2411,8104,8367,2407,1186,1397,1699,2112,1848,1418,3704,6655,6674,2676,6349,3728,8324,8443,4870,5378,3670,6873,6688,5689,6902,3339,8439,8452,3455,4175,2801,5815,3757,1560,3499,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,8262,8341,8415,8455,8460,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,3634,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6842,6521,8271,8514,5759,8440,8498,8501,6474,6640,6595,7834,1860,5276,5317,6445,3054,7479,6617,1922,5449,6341,6669,6879,6690,6780,2160,2163,8316,5851,6395,5980,3909,6440,2376,1762,2219,3187,6504,6715,4279,4926,4799,7747,8087,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1334,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,6316,3990,5166,1774,1309,253,1822,1379,5387,266,2118,1658,3289,1195,165,168,191,195,204,208,248,1342,1328,5900,7506,2527,3929,4514,3787,3126,4525,8257,8265,8309,8336,1339,1322,1315,3384,1312,1204,8287,8391,8424,8428,8432,1313,2149,205,2942,1340,1336,1314,206,1889,8139,8142,8164,2228,2107,1233,1316,152,193,1311,1310,243,7648,8145,265,2399,1534,1321,169,170,214,216,174,207,1307,1579,156,146,160,182,162,192,2207,222,1303,197,157,1304,177,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961,875,873,671,534,810,995,711,473,851,909,864,874,1022,992,1021,478,1004,751,752,1101,966,865,869,867,749,899,750,816,817,870,886,967,1003,894,900,1001,887,888,891,896,897,892,819,818,893,997,898,1049,1097,1095,1091,1092,1070,1046,1052,1045,1044,1068,1043,1067,883,881,941,882,884,3618,5705,6338,544,1585,552,358,512,576,575,1024,913,529,506,1025,398,659,340,658,475,660,662,347,461])). % 86.57/86.54 cnf(8532,plain, % 86.57/86.54 (~P9(f5(f13(x85321,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x85321,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[6521])). % 86.57/86.54 cnf(8543,plain, % 86.57/86.54 (~P9(f5(x85431,a1),f13(x85431,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1265])). % 86.57/86.54 cnf(8548,plain, % 86.57/86.54 (P8(f3(a1),f11(f34(x85481,x85482),f34(x85481,x85482),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,1265,8543,2479,2253,1180,5367,2374,1209,1173,1718,2411,8104,8367,2407,1186,1397,1699,2112,1848,1418,3704,6655,6674,2676,6349,3728,8324,8443,4870,5378,3670,6873,6688,5689,6902,3339,8439,8452,3455,4175,2801,5815,3757,1560,3499,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,8262,8341,8415,8455,8460,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,3634,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6842,6521,8271,8514,8519,5759,8440,8498,8501,6474,6640,6595,7834,1860,5276,5317,6445,3054,7479,6617,1922,5449,6341,6669,6879,6690,6780,2160,2163,8316,5851,6395,5980,3909,6440,2376,1762,2219,3187,6504,6715,4279,4926,4799,7747,8087,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1334,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,6316,3990,5166,1774,1309,253,1822,1379,5387,266,2118,1658,3289,1195,165,168,191,195,204,208,248,1342,1328,5900,7506,2527,3929,4514,3787,3126,4525,8257,8265,8309,8336,1339,1326,1322,1318,1315,3384,2684,1312,1204,8287,8391,8424,8428,8432,1313,2149,205,2942,1340,1336,1323,1314,206,1889,8139,8142,8164,2228,2107,1233,1316,152,193,1311,1310,243,7648,8145,265,2399,1534,1321,169,170,214,216,174,207,1307,1579,156,146,160,182,162,192,2207,222,1303,197,157,1304,177,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961,875,873,671,534,810,995,711,473,851,909,864,874,1022,992,1021,478,1004,751,752,1101,966,865,869,867,749,899,750,816,817,870,886,967,1003,894,900,1001,887,888,891,896,897,892,819,818,893,997,898,1049,1097,1095,1091,1092,1070,1046,1052,1045,1044,1068,1043,1067,883,881,941,882,884,3618,5705,6338,544,1585,552,358,512,576,575,1024,913,529,506,1025,398,659,340,658,475,660,662,347,461,639,823,397,345,344,1006,1007,878])). % 86.57/86.54 cnf(8566,plain, % 86.57/86.54 (P9(f3(a1),f9(f10(f5(f5(f4(a1),a1),a1),f5(f5(f4(a1),a1),a1),a1),f5(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,1265,8543,2479,2253,1180,5367,2374,1209,1173,1718,2411,8104,8367,2407,1186,1397,1699,8268,2112,1848,1418,3704,6655,6674,2676,6349,3728,8324,8443,4870,5378,3670,6873,6688,5689,6902,3339,8439,8452,3455,4175,2801,5815,3757,1560,3499,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,8262,8341,8415,8455,8460,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,2362,6658,3634,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6842,6521,8271,8514,8519,5759,8440,8498,8501,6474,6640,6595,7834,1860,5276,5317,6445,3054,7479,6617,1922,5449,6341,6669,6879,6690,6780,2160,2163,8316,5851,6395,5980,3909,6440,2376,1762,2219,3187,6504,6715,4279,4926,4799,7747,8087,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1334,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,6316,3990,5166,1774,1309,253,1822,1379,5387,266,2118,1658,3289,1195,165,168,191,195,204,208,248,1342,1328,5900,7506,2527,3929,4514,3787,3126,4525,8257,8265,8309,8336,1339,1326,1322,1318,1315,3384,2684,1312,1204,8287,8391,8424,8428,8432,1313,2149,205,2942,1340,1336,1323,1314,206,1889,8139,8142,8164,2228,2107,1233,1316,152,193,1311,1310,243,7648,8145,265,8238,2399,1534,1321,169,170,214,216,174,207,1307,1579,156,196,146,160,182,162,192,2207,222,1303,197,157,1304,177,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961,875,873,671,534,810,995,711,473,851,909,864,874,1022,992,1021,478,1004,751,752,1101,966,865,869,867,749,899,750,816,817,870,886,967,1003,894,900,1001,887,888,891,896,897,892,819,818,893,997,898,1049,1097,1095,1091,1092,1070,1046,1052,1045,1044,1068,1043,1067,883,881,941,882,884,3618,5705,6338,544,1585,552,358,512,576,575,1024,913,529,506,1025,398,659,340,658,475,660,662,347,461,639,823,397,345,344,1006,1007,878,1034,830,1099,1039,1041,1040,1042,993])). % 86.57/86.54 cnf(8571,plain, % 86.57/86.54 (~P9(f5(f13(x85711,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x85711,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[6521])). % 86.57/86.54 cnf(8574,plain, % 86.57/86.54 (~P8(f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x85741,f10(f4(a1),a1,a1)),x85741,f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[2133])). % 86.57/86.54 cnf(8579,plain, % 86.57/86.54 (~P9(x85791,f9(f10(f9(f10(x85791,f34(x85792,x85793),a1),f34(x85792,x85793),a1),f34(x85794,x85795),a1),f34(x85794,x85795),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3339])). % 86.57/86.54 cnf(8582,plain, % 86.57/86.54 (~P9(x85821,f9(f10(f9(f10(x85821,f34(x85822,x85823),a1),f34(x85822,x85823),a1),f34(x85824,x85825),a1),f34(x85824,x85825),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3339])). % 86.57/86.54 cnf(8597,plain, % 86.57/86.54 (~P9(x85971,f9(f10(f9(f10(x85971,f34(x85972,x85973),a1),f34(x85972,x85973),a1),f34(x85974,x85975),a1),f34(x85974,x85975),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[3339])). % 86.57/86.54 cnf(8623,plain, % 86.57/86.54 (P9(f3(a1),f10(f9(f5(f5(f4(a1),a1),a1),f5(f5(f4(a1),a1),a1),a1),f5(f5(f4(a1),a1),a1),a1),a1)), % 86.57/86.54 inference(scs_inference,[],[269,145,147,149,153,155,158,161,164,167,171,175,178,181,183,185,189,198,201,203,211,213,215,217,219,221,224,226,228,230,232,234,236,238,240,1406,2221,1265,8543,2479,2253,1180,5367,2374,1209,1173,1718,2411,8104,8367,2407,1186,1397,1699,8268,2112,1848,1418,3704,6655,6674,2676,6349,3728,8324,8443,4870,5378,3670,6873,6688,5689,6902,3339,8439,8452,8478,8579,8582,8597,3455,4175,2801,5815,3757,1560,3499,2007,6547,7550,7707,7763,7776,2230,7839,4371,7442,7517,7894,8096,8262,8341,8415,8455,8460,6217,3658,7915,7921,7926,7937,7940,7943,7952,7967,7984,7989,7994,8005,8012,8017,8020,8023,8030,8037,8040,8043,8060,8063,8068,2451,6329,2300,5429,2362,6658,3634,6381,7857,7897,7910,7923,7930,7932,7934,7945,7947,7954,7956,7958,7960,7962,7964,7969,7971,7975,7977,7981,7986,7991,7996,7998,8000,8002,8009,8014,8025,8027,8032,8034,8045,8049,8051,8053,8055,8057,8065,8070,8072,6533,6535,6544,6555,6556,6557,7572,6559,6560,6562,6569,6570,6571,6576,6578,6579,6580,6581,6585,6586,6588,6593,6594,6597,6603,6604,6605,6606,6614,6615,6616,6746,6824,6572,6842,6521,8271,8514,8519,8532,8571,6523,5759,8440,8498,8501,8509,6474,6640,6595,7834,1860,5276,5317,6445,3054,7479,6617,1922,5449,6341,6669,6879,6690,6780,2160,2163,8316,5851,6395,5980,3909,6440,2376,1762,2219,3187,6504,6715,4279,4926,4799,7747,8087,8506,6545,6818,5114,3656,4297,5373,4321,4548,1974,3017,3864,5555,2198,1367,1366,1363,1358,1357,1354,1353,1347,1341,1334,1333,1332,1331,1330,1329,1324,1319,1317,5744,244,7873,7912,7918,7928,7949,7973,8007,1966,1950,1932,1930,1918,1877,1863,1831,1820,1802,1800,1785,5750,7569,7903,1750,6316,3990,5166,1774,1309,253,1822,1379,5387,266,2118,1658,3289,1195,165,168,191,195,204,208,248,1342,1328,5900,7506,2527,3929,2133,8574,1730,4514,3787,3126,4525,8257,8265,8309,8336,1339,1326,1322,1318,1315,3384,2684,1312,1204,8287,8391,8424,8428,8432,1313,2149,205,2942,1340,1336,1323,1314,206,1889,8139,8142,8164,2228,2107,1233,1316,152,193,1311,1310,243,7648,8145,265,8238,2399,1534,1321,169,170,214,216,174,207,1307,1579,156,196,146,160,182,162,192,2207,222,1303,197,157,1304,177,186,173,150,190,199,172,176,187,151,159,247,179,144,143,273,274,275,276,277,278,279,280,281,282,283,284,285,286,287,288,289,290,291,292,293,294,295,296,297,298,299,300,301,302,303,304,305,306,307,308,309,310,311,312,313,314,315,316,317,318,319,320,321,322,323,324,368,369,370,1140,377,378,326,432,272,415,416,481,569,570,571,4,5,9,32,354,375,376,379,380,381,382,383,384,385,386,388,389,390,392,393,394,451,525,330,331,332,333,334,335,336,337,338,339,482,583,604,733,19,20,21,22,23,24,29,30,31,33,34,35,36,40,41,45,46,47,48,49,50,51,52,53,54,55,56,57,58,59,60,327,328,399,401,402,403,404,405,406,408,410,411,412,413,434,435,436,437,438,439,440,469,490,492,493,513,563,572,573,364,365,366,367,423,424,442,444,445,526,531,562,6,7,8,10,11,12,15,16,17,18,25,26,27,37,38,39,42,43,44,61,62,63,64,65,66,362,418,426,427,428,463,464,485,560,371,519,520,521,523,524,612,642,643,653,694,430,483,1161,1162,717,753,754,761,455,456,565,566,567,568,663,664,665,667,668,670,720,721,1059,1109,719,776,777,778,779,784,785,786,787,788,789,790,699,700,701,702,703,704,698,759,805,806,988,989,990,991,917,918,920,921,922,923,924,926,929,930,931,976,977,978,979,980,981,982,983,984,985,986,1008,911,1090,2270,775,903,904,800,1080,1009,1010,1011,1089,2267,1102,1103,1104,1105,1118,1639,1640,1088,1133,4959,1132,2974,1131,1134,1031,1032,28,532,542,550,543,541,546,548,480,564,561,3612,13,514,557,471,809,577,14,2,361,414,417,581,582,621,625,342,359,425,465,466,499,500,763,764,422,343,357,457,507,597,598,601,602,603,697,726,510,511,454,484,518,585,586,587,626,973,360,452,453,458,459,460,508,515,636,588,692,446,447,613,798,578,681,715,716,932,933,760,1110,1111,796,797,714,801,802,1016,1017,1018,1020,934,1086,1087,1060,1061,579,617,618,728,620,828,829,630,632,633,914,729,629,1023,614,615,631,732,616,794,972,769,730,736,600,731,1129,1127,1064,971,580,599,623,470,1063,590,624,770,594,727,825,696,596,486,349,593,1122,824,494,634,654,627,592,661,1106,683,820,628,821,1107,497,693,655,622,528,799,1128,1125,822,574,826,901,1123,723,133,1126,1124,722,688,811,795,487,488,912,517,527,791,685,827,686,116,969,758,689,691,970,114,70,121,81,82,91,135,120,83,103,129,104,94,109,126,117,123,75,98,84,112,68,88,118,93,108,142,79,69,89,127,73,110,137,85,124,139,122,130,125,86,76,102,74,72,67,3,95,138,106,105,140,115,100,128,99,92,80,131,71,87,111,97,90,96,119,78,77,134,141,136,107,101,363,441,476,803,472,516,648,650,651,652,611,509,765,766,767,768,737,739,813,815,474,762,807,808,968,718,1026,1027,905,906,907,908,1028,1029,1030,1116,1114,1115,947,948,956,957,958,814,949,501,946,1033,505,804,862,645,740,836,844,939,647,845,856,852,738,835,849,850,954,963,964,965,853,951,812,840,834,656,757,860,880,848,672,843,619,960,847,876,854,987,877,540,708,955,959,938,935,705,841,994,937,861,706,859,910,842,479,936,961,875,873,671,534,810,995,711,473,851,909,864,874,1022,992,1021,478,1004,751,752,1101,966,865,869,867,749,899,750,816,817,870,886,967,1003,894,900,1001,887,888,891,896,897,892,819,818,893,997,898,1049,1097,1095,1091,1092,1070,1046,1052,1045,1044,1068,1043,1067,883,881,941,882,884,3618,5705,6338,544,1585,552,358,512,576,575,1024,913,529,506,1025,398,659,340,658,475,660,662,347,461,639,823,397,345,344,1006,1007,878,1034,830,1099,1039,1041,1040,1042,993,678,674,673,1013,710,709,356,1015,1012,975,1038,707,680,675,1014,974,676,712,679,1120,890,885,999])). % 86.57/86.54 cnf(8818,plain, % 86.57/86.54 (~P8(f11(f11(f10(f14(f34(x88181,x88182)),f14(f34(x88181,x88182)),a1),f10(x88183,x88183,a1),a1),x88184,a1),x88184,a1)), % 86.57/86.54 inference(rename_variables,[],[3731])). % 86.57/86.54 cnf(9256,plain, % 86.57/86.54 (P8(x92561,x92561,f11(f10(f7(x92562,x92562,a1),x92563,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[3077])). % 86.57/86.54 cnf(9267,plain, % 86.57/86.54 (P26(f11(f10(f7(x92671,x92671,a1),x92672,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[8021])). % 86.57/86.54 cnf(9268,plain, % 86.57/86.54 (P8(x92681,x92681,f11(f10(f7(x92682,x92682,a1),x92683,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[3077])). % 86.57/86.54 cnf(9293,plain, % 86.57/86.54 (P2(f10(f11(f7(x92931,x92931,a1),f4(a1),a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[3858])). % 86.57/86.54 cnf(9320,plain, % 86.57/86.54 (P2(f11(f10(f7(f7(x93201,x93201,a1),x93202,a1),x93203,a1),f11(f10(x93202,x93203,a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[6550])). % 86.57/86.54 cnf(9333,plain, % 86.57/86.54 (~E(f11(x93331,f12(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),x93331)), % 86.57/86.54 inference(rename_variables,[],[5497])). % 86.57/86.54 cnf(9385,plain, % 86.57/86.54 (P10(f7(x93851,x93851,a1),f3(a1),f11(f10(f7(x93852,x93852,a1),x93853,a1),f10(f4(a1),a1,a1),a1))), % 86.57/86.54 inference(rename_variables,[],[7769])). % 86.57/86.54 cnf(9442,plain, % 86.57/86.54 (P65(f11(f10(f7(x94421,x94421,a1),x94422,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[8028])). % 86.57/86.54 cnf(9443,plain, % 86.57/86.54 (~P9(x94431,x94431,f11(f10(f7(x94432,x94432,a1),x94433,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[2932])). % 86.57/86.54 cnf(9446,plain, % 86.57/86.54 (P65(f11(f10(f7(x94461,x94461,a1),x94462,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[8028])). % 86.57/86.54 cnf(9447,plain, % 86.57/86.54 (~P9(x94471,x94471,f11(f10(f7(x94472,x94472,a1),x94473,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[2932])). % 86.57/86.54 cnf(9473,plain, % 86.57/86.54 (~E(x94731,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x94731,f10(f4(a1),a1,a1)))), % 86.57/86.54 inference(rename_variables,[],[3213])). % 86.57/86.54 cnf(9482,plain, % 86.57/86.54 (P65(f11(f10(f7(x94821,x94821,a1),x94822,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[8028])). % 86.57/86.54 cnf(9483,plain, % 86.57/86.54 (P8(x94831,x94831,f11(f10(f7(x94832,x94832,a1),x94833,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[3077])). % 86.57/86.54 cnf(9490,plain, % 86.57/86.54 (P23(f11(f10(f7(x94901,x94901,a1),x94902,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[8041])). % 86.57/86.54 cnf(9497,plain, % 86.57/86.54 (E(f11(x94971,f7(x94972,x94972,a1),x94973),f11(x94971,f3(a1),x94973))), % 86.57/86.54 inference(rename_variables,[],[7539])). % 86.57/86.54 cnf(9514,plain, % 86.57/86.54 (P23(f11(f10(f7(x95141,x95141,a1),x95142,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[8041])). % 86.57/86.54 cnf(9515,plain, % 86.57/86.54 (P8(x95151,x95151,f11(f10(f7(x95152,x95152,a1),x95153,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[3077])). % 86.57/86.54 cnf(9523,plain, % 86.57/86.54 (P8(f3(a1),f10(x95231,x95231,a1),a1)), % 86.57/86.54 inference(rename_variables,[],[4525])). % 86.57/86.54 cnf(9532,plain, % 86.57/86.54 (~E(x95321,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x95321,f10(f4(a1),a1,a1)))), % 86.57/86.54 inference(rename_variables,[],[3213])). % 86.57/86.54 cnf(9538,plain, % 86.57/86.54 (P8(x95381,f11(f10(f5(f14(x95381),a1),f5(f14(x95381),a1),a1),f10(x95382,x95382,a1),a1),a1)), % 86.57/86.54 inference(rename_variables,[],[1655])). % 86.57/86.54 cnf(9543,plain, % 86.57/86.54 (~P8(f11(x95431,f4(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f11(x95431,f8(f3(f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[7907])). % 86.57/86.54 cnf(9558,plain, % 86.57/86.54 (P8(x95581,x95581,f11(f10(f7(x95582,x95582,a1),x95583,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[3077])). % 86.57/86.54 cnf(9561,plain, % 86.57/86.54 (P23(f11(f10(f7(x95611,x95611,a1),x95612,a1),a1,a1))), % 86.57/86.54 inference(rename_variables,[],[8041])). % 86.57/86.54 cnf(9562,plain, % 86.57/86.55 (P8(x95621,x95621,f11(f10(f7(x95622,x95622,a1),x95623,a1),a1,a1))), % 86.57/86.55 inference(rename_variables,[],[3077])). % 86.57/86.55 cnf(9585,plain, % 86.57/86.55 (P8(x95851,x95851,f11(f10(f7(x95852,x95852,a1),x95853,a1),a1,a1))), % 86.57/86.55 inference(rename_variables,[],[3077])). % 86.57/86.55 cnf(9588,plain, % 86.57/86.55 (~P9(f10(x95881,x95881,a1),f3(a1),a1)), % 86.57/86.55 inference(rename_variables,[],[2942])). % 86.57/86.55 cnf(9602,plain, % 86.57/86.55 (P9(x96021,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x96021,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.55 inference(rename_variables,[],[2360])). % 86.57/86.55 cnf(9607,plain, % 86.57/86.55 (~P9(f11(f34(x96071,x96072),f11(f34(x96073,x96074),x96075,a1),a1),x96075,a1)), % 86.57/86.55 inference(rename_variables,[],[3364])). % 86.57/86.55 cnf(9609,plain, % 86.57/86.55 (P10(x96091,x96091,a2)), % 86.57/86.55 inference(rename_variables,[],[7021])). % 86.57/86.55 cnf(9611,plain, % 86.57/86.55 (P10(x96111,x96111,a2)), % 86.57/86.55 inference(rename_variables,[],[7021])). % 86.57/86.55 cnf(9613,plain, % 86.57/86.55 (E(f7(f11(x96131,x96132,a2),x96132,a2),x96131)), % 86.57/86.55 inference(rename_variables,[],[7202])). % 86.57/86.55 cnf(9615,plain, % 86.57/86.55 (E(f7(f11(x96151,x96152,a2),x96152,a2),x96151)), % 86.57/86.55 inference(rename_variables,[],[7202])). % 86.57/86.55 cnf(9622,plain, % 86.57/86.55 (~P8(f10(f11(f34(x96221,x96222),f9(f13(f13(x96223,a1),a1),f34(x96224,x96225),a1),a1),f34(x96224,x96225),a1),x96223,a1)), % 86.57/86.55 inference(rename_variables,[],[4948])). % 86.57/86.55 cnf(9646,plain, % 86.57/86.55 (P9(x96461,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x96461,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.55 inference(rename_variables,[],[2360])). % 86.57/86.55 cnf(9712,plain, % 86.57/86.55 (~P9(f15(x97121,a2),f3(a1),a1)), % 86.57/86.55 inference(rename_variables,[],[7198])). % 86.57/86.55 cnf(9725,plain, % 86.57/86.55 (~P9(f15(x97251,a2),f3(a1),a1)), % 86.57/86.55 inference(rename_variables,[],[7198])). % 86.57/86.55 cnf(9754,plain, % 86.57/86.55 (~P9(f15(x97541,a2),f3(a1),a1)), % 86.57/86.55 inference(rename_variables,[],[7198])). % 86.57/86.55 cnf(9769,plain, % 86.57/86.55 (P6(f11(f10(f7(f7(x97691,x97691,a1),x97692,a1),x97693,a1),f11(f10(x97692,x97693,a1),a1,a1),a1))), % 86.57/86.55 inference(rename_variables,[],[6592])). % 86.57/86.55 cnf(9772,plain, % 86.57/86.55 (P8(x97721,f11(f10(f5(f14(x97721),a1),f5(f14(x97721),a1),a1),f10(x97722,x97722,a1),a1),a1)), % 86.57/86.55 inference(rename_variables,[],[1655])). % 86.57/86.55 cnf(9800,plain, % 86.57/86.55 (~P9(f11(f34(x98001,x98002),f11(f34(x98003,x98004),x98005,a1),a1),x98005,a1)), % 86.57/86.55 inference(rename_variables,[],[3364])). % 86.57/86.55 cnf(9815,plain, % 86.57/86.55 (~P9(f11(f34(x98151,x98152),f11(f34(x98153,x98154),x98155,a1),a1),x98155,a1)), % 86.57/86.55 inference(rename_variables,[],[3364])). % 86.57/86.55 cnf(9826,plain, % 86.57/86.55 (P8(f3(a1),f10(f11(f34(x98261,x98262),f9(f10(f3(a1),f34(x98263,x98264),a1),f34(x98265,x98266),a1),a1),f34(x98265,x98266),a1),a1)), % 86.57/86.55 inference(rename_variables,[],[6790])). % 86.57/86.55 cnf(9902,plain, % 86.57/86.55 (P9(x99021,f11(f5(f11(f3(f10(f4(a1),a1,a1)),f4(a1),a1),f10(f4(a1),a1,a1)),x99021,f10(f4(a1),a1,a1)),f10(f4(a1),a1,a1))), % 86.57/86.55 inference(rename_variables,[],[2360])). % 86.57/86.55 cnf(9952,plain, % 86.57/86.55 (P9(f3(a1),f9(f11(f34(x99521,x99522),f10(f34(x99523,x99524),f34(x99525,x99526),a1),a1),f34(x99525,x99526),a1),a1)), % 86.57/86.55 inference(rename_variables,[],[8184])). % 86.57/86.55 cnf(9968,plain, % 86.57/86.55 ($false), % 86.57/86.55 inference(scs_inference,[],[269,7021,9609,9611,7726,7192,7194,7041,7043,7916,6917,6919,6923,6927,6931,6937,6943,6945,6949,6951,6969,6973,6985,6987,6991,6993,6995,6999,7001,7007,7011,7013,7015,7029,7176,7178,7184,7186,7188,7198,9712,9725,9754,1183,5547,2469,7887,7800,7267,1387,7202,9613,9615,7057,8267,1740,5881,8046,7824,7271,8548,7533,3337,7539,9497,7417,7528,3746,7982,8003,8010,8015,8018,8021,9267,8028,9442,9446,9482,8035,8038,8041,9490,9514,9561,8061,3364,9607,9800,9815,8302,8345,8184,9952,4624,7769,9385,4948,9622,1655,9538,9772,6790,9826,7867,7510,7732,8193,8116,6421,8101,5163,7896,6550,9320,6558,6584,6592,9769,6601,6610,6611,6613,7953,7955,7976,8048,3608,7660,7738,7828,7619,7848,7778,7782,7891,6416,8306,6939,6624,8393,7728,8483,6476,3213,9473,9532,8414,6471,7291,5497,9333,8529,7810,7830,8566,8623,7907,9543,7742,8254,7190,2394,5997,5170,2349,2513,6142,3077,9256,9268,9483,9515,9558,9562,9585,2411,1350,1349,1343,1968,1920,1896,1870,1794,2497,3811,3852,3858,9293,3892,3906,3937,3970,4014,2385,1375,5054,3731,8818,163,166,180,194,200,218,220,1366,1348,1347,1334,5744,1877,1800,1785,1379,1674,168,171,191,204,1966,2360,9602,9646,9902,2932,9443,9447,165,208,4525,9523,1326,1320,161,1318,164,1339,1312,2942,9588,1323,206,178,1316,3126,1930,243,1315,1233,2399,170,216,145,174,152,1310,196,1321,263,147,153,156,1311,192,160,222,154,6547,1589,177,146,155,186,1209,1240,1304,173,150,1303,190,172,199,187,176,151,159,247,179,144,143,382,977,321,424,664,667,788,293,918,988,986,386,412,333,1090,703,903,416,568,1008,365,904,567,1031,288,440,778,983,388,392,524,923,531,370,1009,733,513,990,377,521,277,989,917,604,563,1103,532,456,287,482,719,569,332,444,381,384,426,284,299,383,296,314,566,301,338,405,789,980,571,368,432,806,776,926,279,312,562,520,286,272,379,1640,483,790,285,921,393,402,761,334,978,378,380,464,463,315,415,583,297,305,313,336,1011,1032,335,366,367,1161,721,439,317,307,403,290,322,643,784,984,385,434,274,289,665,1131,1089,311,16,451,30,35,1118,1088,754,570,40,777,326,327,694,1102,376,298,572,1639,991,427,390,364,560,455,435,273,308,982,445,436,25,362,394,717,318,32,786,911,354,339,546,337,1134,612,1105,469,15,1132,480,276,33,8,485,281,5,29,698,1140,369,663,704,331,490,701,550,309,981,2974,564,294,323,52,1162,544,541,282,389,319,481,292,310,525,11,976,411,278,979,753,779,316,492,699,805,408,442,700,36,720,291,300,787,437,573,1010,56,519,280,283,324,50,27,423,428,642,406,523,304,54,920,2270,306,21,44,1104,275,302,399,653,985,295,375,548,330,542,526,438,320,328,371,493,543,48,38,430,303,565,800,670,561,47,61,26,24,20,23,39,55,31,59,57,60,18,65,9,41,34,10,28,51,45,63,66,3612,6,7,17,64,37,12,53,58,19,46,42,62,1585,43,4,22,49,13,514,557,471,809,577,14,2,725,743,744,902,597,614,828,726,357,484,618,636,973,1086,342,764,460,458,447,499,601,1018,422,630,1111,681,763,621,732,452,586,1020,1110,715,620,361,581,617,692,466,760,736,508,602,588,934,417,579,1023,500,724,626,465,360,769,457,714,512,631,459,510,343,414,729,515,582,716,507,1024,1064,728,1087,600,972,629,829,633,518,359,425,616,615,603,697,578,446,625,798,632,598,454,453,1127,1129,599,623,971,1063,580,590,470,596,594,593,486,349,624,770,727,1122,825,654,634,696,494,1106,824,592,627,821,820,497,628,683,1107,622,574,826,655,528,901,1125,693,723,1128,799,822,1123,912,475,1124,688,722,488,811,1126,686,685,527,969,517,823,827,758,691,689,970,70,82,81,83,75,69,3,73,74,71,1062,1081,748,773,1037,1035,1036,648,856,652,965,946,762,958,738,718,948,849,363,767,1029,501,474,807,1116,737,1114,812,939,845,968,739,949,835,956,1034,862,852,650,853,1027,505,1115,1026,954,1028,957,1007,1030,947,813,815,1033,830,768,850,766,765,803,844,611,1006,656,836,772,645,509,808,476,651,804,647,740,834,951,840,848,860,713,843,619,960,774,756,876,854,1042,1041,708,1039,1040,847,938,877,955,987,959,678,861,1013,705,709,935,994,937,706,841,710,1012,936,842,473,479,910,673,995,859,851,1015,675,711,1038,607,680,1014,975,707,874,864,747,992,974,712,679,1005,869,1004,752,1120,865,1101,867,966,749,899,750,870,1003,967,894,887,1001,891,900]), % 86.57/86.55 ['proof']). % 86.57/86.56 % SZS output end Proof % 86.57/86.56 % Total time :85.350000s %------------------------------------------------------------------------------