0.00/0.04 % Problem : theBenchmark.p : TPTP v0.0.0. Released v0.0.0. 0.00/0.04 % Command : java -jar mcs_scs.jar %d %s 0.03/0.24 % Computer : n184.star.cs.uiowa.edu 0.03/0.24 % Model : x86_64 x86_64 0.03/0.24 % CPU : Intel(R) Xeon(R) CPU E5-2609 0 @ 2.40GHz 0.03/0.24 % Memory : 32218.625MB 0.03/0.24 % OS : Linux 3.10.0-693.2.2.el7.x86_64 0.03/0.24 % CPULimit : 300 0.03/0.24 % DateTime : Sat Jul 14 04:18:56 CDT 2018 0.03/0.24 % CPUTime : 0.07/0.31 openjdk version "1.8.0_144" 0.07/0.31 OpenJDK Runtime Environment (build 1.8.0_144-b01) 0.07/0.31 OpenJDK 64-Bit Server VM (build 25.144-b01, mixed mode) 0.15/0.51 start to proof:theBenchmark 2.79/2.96 %------------------------------------------- 2.79/2.96 % File :CSE---1.1 2.79/2.96 % Problem :theBenchmark 2.79/2.96 % Transform :cnf 2.79/2.96 % Format :tptp:raw 2.79/2.96 % Command :java -jar mcs_scs.jar %d %s 2.79/2.96 2.79/2.96 % Result :Theorem 2.060000s 2.79/2.96 % Output :CNFRefutation 2.060000s 2.79/2.96 %------------------------------------------- 2.79/2.96 fof(fact_44_even__less__0__iff,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( linordered_idom(X_a) 2.79/2.96 => ! [A_2] : 2.79/2.96 ( ord_less(X_a,A_2,zero_zero(X_a)) 2.79/2.96 <=> ord_less(X_a,plus_plus(X_a,A_2,A_2),zero_zero(X_a)) ) ) )). 2.79/2.96 2.79/2.96 fof(tsy_c_Int_OPls_res,hypothesis,( 2.79/2.96 pls = ti(int,pls) )). 2.79/2.96 2.79/2.96 fof(tsy_c_HOL_Oundefined_res,axiom,( 2.79/2.96 ! [X_a] : ti(X_a,undefined(X_a)) = undefined(X_a) )). 2.79/2.96 2.79/2.96 fof(tsy_c_Groups_Oone__class_Oone_res,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( one_one(X_a) = ti(X_a,one_one(X_a)) 2.79/2.96 <= ( power(X_a) 2.79/2.96 & semiring_0(X_a) ) ) )). 2.79/2.96 2.79/2.96 fof(fact_72_Bit0__Pls,axiom,( 2.79/2.96 bit0(pls) = pls )). 2.79/2.96 2.79/2.96 fof(arity_Int_Oint___Power_Opower,axiom,( 2.79/2.96 power(int) )). 2.79/2.96 2.79/2.96 fof(fact_66_rel__simps_I46_J,axiom,( 2.79/2.96 ! [K] : pls != bit1(K) )). 2.79/2.96 2.79/2.96 fof(fact_24_int__1,axiom,( 2.79/2.96 one_one(int) = semiring_1_of_nat(int,one_one(nat)) )). 2.79/2.96 2.79/2.96 fof(tsy_c_Int_Onumber__class_Onumber__of_res,axiom,( 2.79/2.96 ! [B_1,X_a] : 2.79/2.96 ( ti(X_a,number_number_of(X_a,B_1)) = number_number_of(X_a,B_1) 2.79/2.96 <= number(X_a) ) )). 2.79/2.96 2.79/2.96 fof(tsy_c_Int_OBit1_arg1,hypothesis,( 2.79/2.96 ! [B_1] : bit1(ti(int,B_1)) = bit1(B_1) )). 2.79/2.96 2.79/2.96 fof(fact_87_add__number__of__left,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( number_ring(X_a) 2.79/2.96 => ! [V,W,Z] : plus_plus(X_a,number_number_of(X_a,V),plus_plus(X_a,number_number_of(X_a,W),Z)) = plus_plus(X_a,number_number_of(X_a,plus_plus(int,V,W)),Z) ) )). 2.79/2.96 2.79/2.96 fof(fact_21_int__power,axiom,( 2.79/2.96 ! [M,N] : power_power(int,semiring_1_of_nat(int,M),N) = semiring_1_of_nat(int,power_power(nat,M,N)) )). 2.79/2.96 2.79/2.96 fof(fact_97_sum__power2__gt__zero__iff,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( linordered_idom(X_a) 2.79/2.96 => ! [Xa,Ya] : 2.79/2.96 ( ord_less(X_a,zero_zero(X_a),plus_plus(X_a,power_power(X_a,Xa,number_number_of(nat,bit0(bit1(pls)))),power_power(X_a,Ya,number_number_of(nat,bit0(bit1(pls)))))) 2.79/2.96 <=> ( zero_zero(X_a) != ti(X_a,Xa) 2.79/2.96 | ti(X_a,Ya) != zero_zero(X_a) ) ) ) )). 2.79/2.96 2.79/2.96 fof(fact_71_rel__simps_I38_J,axiom,( 2.79/2.96 ! [L_1] : 2.79/2.96 ( bit0(L_1) = pls 2.79/2.96 <=> pls = L_1 ) )). 2.79/2.96 2.79/2.96 fof(fact_74_int__0__neq__1,axiom,( 2.79/2.96 one_one(int) != zero_zero(int) )). 2.79/2.96 2.79/2.96 fof(fact_94_number__of__int,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( ! [N] : number_number_of(X_a,semiring_1_of_nat(int,N)) = semiring_1_of_nat(X_a,N) 2.79/2.96 <= number_semiring(X_a) ) )). 2.79/2.96 2.79/2.96 fof(arity_Nat_Onat___Rings_Omult__zero,axiom,( 2.79/2.96 mult_zero(nat) )). 2.79/2.96 2.79/2.96 fof(arity_Int_Oint___Int_Onumber__ring,axiom,( 2.79/2.96 number_ring(int) )). 2.79/2.96 2.79/2.96 fof(fact_92_Bit1__def,axiom,( 2.79/2.96 ! [K] : bit1(K) = plus_plus(int,plus_plus(int,one_one(int),K),K) )). 2.79/2.96 2.79/2.96 fof(conj_0,conjecture,( 2.79/2.96 power_power(int,plus_plus(int,one_one(int),semiring_1_of_nat(int,n)),number_number_of(nat,bit0(bit1(pls)))) != zero_zero(int) )). 2.79/2.96 2.79/2.96 fof(tsy_v_t_____res,axiom,( 2.79/2.96 ti(int,t) = t )). 2.79/2.96 2.79/2.96 fof(tsy_c_Power_Opower__class_Opower_0_res,axiom,( 2.79/2.96 ! [B_1,B_2,X_a] : 2.79/2.96 ( ti(X_a,power_power(X_a,B_1,B_2)) = power_power(X_a,B_1,B_2) 2.79/2.96 <= ( zero_neq_one(X_a) 2.79/2.96 & no_zero_divisors(X_a) 2.79/2.96 & mult_zero(X_a) 2.79/2.96 & power(X_a) ) ) )). 2.79/2.96 2.79/2.96 fof(tsy_c_Groups_Ozero__class_Ozero_0_res,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( zero_zero(X_a) = ti(X_a,zero_zero(X_a)) 2.79/2.96 <= ( mult_zero(X_a) 2.79/2.96 & zero_neq_one(X_a) 2.79/2.96 & no_zero_divisors(X_a) 2.79/2.96 & power(X_a) ) ) )). 2.79/2.96 2.79/2.96 fof(arity_Int_Oint___Rings_Osemiring__1,axiom,( 2.79/2.96 semiring_1(int) )). 2.79/2.96 2.79/2.96 fof(arity_Int_Oint___Rings_Ozero__neq__one,axiom,( 2.79/2.96 zero_neq_one(int) )). 2.79/2.96 2.79/2.96 fof(tsy_c_Orderings_Oord__class_Oless_1_arg2,axiom,( 2.79/2.96 ! [B_1,B_2] : 2.79/2.96 ( ord_less(nat,B_1,ti(nat,B_2)) 2.79/2.96 <=> ord_less(nat,B_1,B_2) ) )). 2.79/2.96 2.79/2.96 fof(fact_46_zadd__left__commute,axiom,( 2.79/2.96 ! [X,Y,Z] : plus_plus(int,Y,plus_plus(int,X,Z)) = plus_plus(int,X,plus_plus(int,Y,Z)) )). 2.79/2.96 2.79/2.96 fof(arity_Nat_Onat___Int_Onumber,axiom,( 2.79/2.96 number(nat) )). 2.79/2.96 2.79/2.96 fof(fact_91_add__Bit0__Bit1,axiom,( 2.79/2.96 ! [K,L] : plus_plus(int,bit0(K),bit1(L)) = bit1(plus_plus(int,K,L)) )). 2.79/2.96 2.79/2.96 fof(fact_57_bin__less__0__simps_I1_J,axiom,( 2.79/2.96 ~ ord_less(int,pls,zero_zero(int)) )). 2.79/2.96 2.79/2.96 fof(arity_Int_Oint___Rings_Omult__zero,axiom,( 2.79/2.96 mult_zero(int) )). 2.79/2.96 2.79/2.96 fof(arity_Nat_Onat___Power_Opower,axiom,( 2.79/2.96 power(nat) )). 2.79/2.96 2.79/2.96 fof(arity_Int_Oint___Int_Oring__char__0,axiom,( 2.79/2.96 ring_char_0(int) )). 2.79/2.96 2.79/2.96 fof(arity_Nat_Onat___Int_Onumber__semiring,axiom,( 2.79/2.96 number_semiring(nat) )). 2.79/2.96 2.79/2.96 fof(fact_78_Bit0__def,axiom,( 2.79/2.96 ! [K] : bit0(K) = plus_plus(int,K,K) )). 2.79/2.96 2.79/2.96 fof(fact_96_power2__less__0,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( linordered_idom(X_a) 2.79/2.96 => ! [A_1] : ~ ord_less(X_a,power_power(X_a,A_1,number_number_of(nat,bit0(bit1(pls)))),zero_zero(X_a)) ) )). 2.79/2.96 2.79/2.96 fof(fact_95_zero__less__power2,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( ! [A_2] : 2.79/2.96 ( ord_less(X_a,zero_zero(X_a),power_power(X_a,A_2,number_number_of(nat,bit0(bit1(pls))))) 2.79/2.96 <=> zero_zero(X_a) != ti(X_a,A_2) ) 2.79/2.96 <= linordered_idom(X_a) ) )). 2.79/2.96 2.79/2.96 fof(tsy_c_Orderings_Oord__class_Oless_1_arg1,axiom,( 2.79/2.96 ! [B_1,B_2] : 2.79/2.96 ( ord_less(nat,B_1,B_2) 2.79/2.96 <=> ord_less(nat,ti(nat,B_1),B_2) ) )). 2.79/2.96 2.79/2.96 fof(fact_3_one__power2,axiom,( 2.79/2.96 ! [X_a] : 2.79/2.96 ( power_power(X_a,one_one(X_a),number_number_of(nat,bit0(bit1(pls)))) = one_one(X_a) 2.79/2.96 <= semiring_1(X_a) ) )). 2.79/2.96 2.79/2.96 fof(fact_59_int__0__less__1,axiom,( 2.79/2.96 ord_less(int,zero_zero(int),one_one(int)) )). 2.79/2.96 2.79/2.96 fof(fact_36_add__nat__number__of,axiom,( 2.79/2.96 ! [V_1,V] : 2.79/2.96 ( ( number_number_of(nat,V_1) = plus_plus(nat,number_number_of(nat,V),number_number_of(nat,V_1)) 2.79/2.96 <= ord_less(int,V,pls) ) 2.79/2.96 & ( ( ( plus_plus(nat,number_number_of(nat,V),number_number_of(nat,V_1)) = number_number_of(nat,V) 2.79/2.96 <= ord_less(int,V_1,pls) ) 2.79/2.96 & ( ~ ord_less(int,V_1,pls) 2.79/2.96 => number_number_of(nat,plus_plus(int,V,V_1)) = plus_plus(nat,number_number_of(nat,V),number_number_of(nat,V_1)) ) ) 2.79/2.96 <= ~ ord_less(int,V,pls) ) ) )). 2.79/2.96 2.79/2.96 fof(arity_Int_Oint___Rings_Osemiring__0,axiom,( 2.79/2.96 semiring_0(int) )). 2.79/2.96 2.79/2.96 fof(fact_45_zadd__assoc,axiom,( 2.79/2.96 ! [Z1,Z2,Z3] : plus_plus(int,Z1,plus_plus(int,Z2,Z3)) = plus_plus(int,plus_plus(int,Z1,Z2),Z3) )). 2.79/2.96 2.79/2.96 fof(fact_52_less__int__code_I15_J,axiom,( 2.79/2.96 ! [K1,K2] : 2.79/2.96 ( ord_less(int,bit1(K1),bit0(K2)) 2.79/2.96 <=> ord_less(int,K1,K2) ) )). 2.79/2.97 2.79/2.97 fof(fact_12_semiring__norm_I110_J,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_ring(X_a) 2.79/2.97 => number_number_of(X_a,bit1(pls)) = one_one(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_67_rel__simps_I39_J,axiom,( 2.79/2.97 ! [L] : bit1(L) != pls )). 2.79/2.97 2.79/2.97 fof(fact_61_int__less__0__conv,axiom,( 2.79/2.97 ! [K] : ~ ord_less(int,semiring_1_of_nat(int,K),zero_zero(int)) )). 2.79/2.97 2.79/2.97 fof(fact_11_power__0__left__number__of,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ! [W] : 2.79/2.97 ( ( zero_zero(nat) = number_number_of(nat,W) 2.79/2.97 => one_one(X_a) = power_power(X_a,zero_zero(X_a),number_number_of(nat,W)) ) 2.79/2.97 & ( number_number_of(nat,W) != zero_zero(nat) 2.79/2.97 => power_power(X_a,zero_zero(X_a),number_number_of(nat,W)) = zero_zero(X_a) ) ) 2.79/2.97 <= ( semiring_0(X_a) 2.79/2.97 & power(X_a) ) ) )). 2.79/2.97 2.79/2.97 fof(arity_Nat_Onat___Rings_Osemiring__0,axiom,( 2.79/2.97 semiring_0(nat) )). 2.79/2.97 2.79/2.97 fof(fact_43_rel__simps_I48_J,axiom,( 2.79/2.97 ! [K_1,L_1] : 2.79/2.97 ( bit0(K_1) = bit0(L_1) 2.79/2.97 <=> K_1 = L_1 ) )). 2.79/2.97 2.79/2.97 fof(fact_4_zero__power2,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( power_power(X_a,zero_zero(X_a),number_number_of(nat,bit0(bit1(pls)))) = zero_zero(X_a) 2.79/2.97 <= semiring_1(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_58_bin__less__0__simps_I3_J,axiom,( 2.79/2.97 ! [Wa] : 2.79/2.97 ( ord_less(int,Wa,zero_zero(int)) 2.79/2.97 <=> ord_less(int,bit0(Wa),zero_zero(int)) ) )). 2.79/2.97 2.79/2.97 fof(fact_18_less__number__of,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ! [Xa,Ya] : 2.79/2.97 ( ord_less(X_a,number_number_of(X_a,Xa),number_number_of(X_a,Ya)) 2.79/2.97 <=> ord_less(int,Xa,Ya) ) 2.79/2.97 <= ( linordered_idom(X_a) 2.79/2.97 & number_ring(X_a) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_15_zless__linear,axiom,( 2.79/2.97 ! [X,Y] : 2.79/2.97 ( ord_less(int,X,Y) 2.79/2.97 | X = Y 2.79/2.97 | ord_less(int,Y,X) ) )). 2.79/2.97 2.79/2.97 fof(fact_7_add__special_I3_J,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ! [V] : number_number_of(X_a,plus_plus(int,V,bit1(pls))) = plus_plus(X_a,number_number_of(X_a,V),one_one(X_a)) 2.79/2.97 <= number_ring(X_a) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Groups_Ozero__class_Ozero_2_res,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ti(X_a,zero_zero(X_a)) = zero_zero(X_a) 2.79/2.97 <= ( semiring_0(X_a) 2.79/2.97 & power(X_a) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_54_rel__simps_I10_J,axiom,( 2.79/2.97 ! [K_1] : 2.79/2.97 ( ord_less(int,bit0(K_1),pls) 2.79/2.97 <=> ord_less(int,K_1,pls) ) )). 2.79/2.97 2.79/2.97 fof(fact_93_odd__nonzero,axiom,( 2.79/2.97 ! [Z] : zero_zero(int) != plus_plus(int,plus_plus(int,one_one(int),Z),Z) )). 2.79/2.97 2.79/2.97 fof(fact_81_semiring__numeral__0__eq__0,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_semiring(X_a) 2.79/2.97 => zero_zero(X_a) = number_number_of(X_a,pls) ) )). 2.79/2.97 2.79/2.97 fof(fact_47_zadd__commute,axiom,( 2.79/2.97 ! [Z,W] : plus_plus(int,Z,W) = plus_plus(int,W,Z) )). 2.79/2.97 2.79/2.97 fof(fact_23_zadd__int,axiom,( 2.79/2.97 ! [M,N] : plus_plus(int,semiring_1_of_nat(int,M),semiring_1_of_nat(int,N)) = semiring_1_of_nat(int,plus_plus(nat,M,N)) )). 2.79/2.97 2.79/2.97 fof(fact_38_nat__numeral__1__eq__1,axiom,( 2.79/2.97 one_one(nat) = number_number_of(nat,bit1(pls)) )). 2.79/2.97 2.79/2.97 fof(fact_55_rel__simps_I4_J,axiom,( 2.79/2.97 ! [K_1] : 2.79/2.97 ( ord_less(int,pls,K_1) 2.79/2.97 <=> ord_less(int,pls,bit0(K_1)) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Orderings_Oord__class_Oless_0_arg2,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( ( ord_less(X_a,B_1,ti(X_a,B_2)) 2.79/2.97 <=> ord_less(X_a,B_1,B_2) ) 2.79/2.97 <= linordered_idom(X_a) ) )). 2.79/2.97 2.79/2.97 fof(arity_Int_Oint___Groups_Olinordered__ab__group__add,axiom,( 2.79/2.97 linord219039673up_add(int) )). 2.79/2.97 2.79/2.97 fof(fact_5_zero__eq__power2,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ring_11004092258visors(X_a) 2.79/2.97 => ! [A_2] : 2.79/2.97 ( ti(X_a,A_2) = zero_zero(X_a) 2.79/2.97 <=> zero_zero(X_a) = power_power(X_a,A_2,number_number_of(nat,bit0(bit1(pls)))) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_30_less__int__code_I16_J,axiom,( 2.79/2.97 ! [K1,K2] : 2.79/2.97 ( ord_less(int,bit1(K1),bit1(K2)) 2.79/2.97 <=> ord_less(int,K1,K2) ) )). 2.79/2.97 2.79/2.97 fof(arity_Nat_Onat___Rings_Osemiring__1,axiom,( 2.79/2.97 semiring_1(nat) )). 2.79/2.97 2.79/2.97 fof(fact_82_number__of__Pls,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_ring(X_a) 2.79/2.97 => zero_zero(X_a) = number_number_of(X_a,pls) ) )). 2.79/2.97 2.79/2.97 fof(fact_90_add__Bit1__Bit0,axiom,( 2.79/2.97 ! [K,L] : bit1(plus_plus(int,K,L)) = plus_plus(int,bit1(K),bit0(L)) )). 2.79/2.97 2.79/2.97 fof(fact_33_less__int__code_I13_J,axiom,( 2.79/2.97 ! [K1,K2] : 2.79/2.97 ( ord_less(int,bit0(K1),bit0(K2)) 2.79/2.97 <=> ord_less(int,K1,K2) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Power_Opower__class_Opower_1_arg2,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( power_power(X_a,B_1,ti(nat,B_2)) = power_power(X_a,B_1,B_2) 2.79/2.97 <= ( power(X_a) 2.79/2.97 & semiring_0(X_a) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_0_n1pos,axiom,( 2.79/2.97 ord_less(int,zero_zero(int),plus_plus(int,one_one(int),semiring_1_of_nat(int,n))) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Int_OBit0_res,hypothesis,( 2.79/2.97 ! [B_1] : bit0(B_1) = ti(int,bit0(B_1)) )). 2.79/2.97 2.79/2.97 fof(fact_9_semiring__one__add__one__is__two,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( plus_plus(X_a,one_one(X_a),one_one(X_a)) = number_number_of(X_a,bit0(bit1(pls))) 2.79/2.97 <= number_semiring(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_19_zero__is__num__zero,axiom,( 2.79/2.97 number_number_of(int,pls) = zero_zero(int) )). 2.79/2.97 2.79/2.97 fof(fact_25_nat__number__of__Pls,axiom,( 2.79/2.97 number_number_of(nat,pls) = zero_zero(nat) )). 2.79/2.97 2.79/2.97 fof(fact_70_rel__simps_I44_J,axiom,( 2.79/2.97 ! [K_1] : 2.79/2.97 ( bit0(K_1) = pls 2.79/2.97 <=> K_1 = pls ) )). 2.79/2.97 2.79/2.97 fof(tsy_v_n_____res,hypothesis,( 2.79/2.97 ti(nat,n) = n )). 2.79/2.97 2.79/2.97 fof(fact_49_less__special_I3_J,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ! [Xa] : 2.79/2.97 ( ord_less(int,Xa,pls) 2.79/2.97 <=> ord_less(X_a,number_number_of(X_a,Xa),zero_zero(X_a)) ) 2.79/2.97 <= ( number_ring(X_a) 2.79/2.97 & linordered_idom(X_a) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_31_rel__simps_I17_J,axiom,( 2.79/2.97 ! [K_1,L_1] : 2.79/2.97 ( ord_less(int,bit1(K_1),bit1(L_1)) 2.79/2.97 <=> ord_less(int,K_1,L_1) ) )). 2.79/2.97 2.79/2.97 fof(fact_28_int__0,axiom,( 2.79/2.97 zero_zero(int) = semiring_1_of_nat(int,zero_zero(nat)) )). 2.79/2.97 2.79/2.97 fof(fact_2_sum__power2__eq__zero__iff,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( linordered_idom(X_a) 2.79/2.97 => ! [Xa,Ya] : 2.79/2.97 ( ( ti(X_a,Ya) = zero_zero(X_a) 2.79/2.97 & zero_zero(X_a) = ti(X_a,Xa) ) 2.79/2.97 <=> zero_zero(X_a) = plus_plus(X_a,power_power(X_a,Xa,number_number_of(nat,bit0(bit1(pls)))),power_power(X_a,Ya,number_number_of(nat,bit0(bit1(pls))))) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_60_zless__add1__eq,axiom,( 2.79/2.97 ! [Wa,Z_1] : 2.79/2.97 ( ord_less(int,Wa,plus_plus(int,Z_1,one_one(int))) 2.79/2.97 <=> ( ord_less(int,Wa,Z_1) 2.79/2.97 | Z_1 = Wa ) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Nat_Osemiring__1__class_Oof__nat_res,axiom,( 2.79/2.97 ! [B_1,X_a] : 2.79/2.97 ( number_semiring(X_a) 2.79/2.97 => semiring_1_of_nat(X_a,B_1) = ti(X_a,semiring_1_of_nat(X_a,B_1)) ) )). 2.79/2.97 2.79/2.97 fof(fact_77_add__Bit0__Bit0,axiom,( 2.79/2.97 ! [K,L] : bit0(plus_plus(int,K,L)) = plus_plus(int,bit0(K),bit0(L)) )). 2.79/2.97 2.79/2.97 fof(arity_Nat_Onat___Rings_Ono__zero__divisors,axiom,( 2.79/2.97 no_zero_divisors(nat) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Groups_Oplus__class_Oplus_1_arg2,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( number_semiring(X_a) 2.79/2.97 => plus_plus(X_a,B_1,ti(X_a,B_2)) = plus_plus(X_a,B_1,B_2) ) )). 2.79/2.97 2.79/2.97 fof(fact_63_less__special_I2_J,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ! [Ya] : 2.79/2.97 ( ord_less(X_a,one_one(X_a),number_number_of(X_a,Ya)) 2.79/2.97 <=> ord_less(int,bit1(pls),Ya) ) 2.79/2.97 <= ( linordered_idom(X_a) 2.79/2.97 & number_ring(X_a) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_13_numeral__1__eq__1,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_number_of(X_a,bit1(pls)) = one_one(X_a) 2.79/2.97 <= number_ring(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_88_add__number__of__eq,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ! [V,W] : number_number_of(X_a,plus_plus(int,V,W)) = plus_plus(X_a,number_number_of(X_a,V),number_number_of(X_a,W)) 2.79/2.97 <= number_ring(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_35_zadd__strict__right__mono,axiom,( 2.79/2.97 ! [K,I,J] : 2.79/2.97 ( ord_less(int,plus_plus(int,I,K),plus_plus(int,J,K)) 2.79/2.97 <= ord_less(int,I,J) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Int_OBit1_res,hypothesis,( 2.79/2.97 ! [B_1] : bit1(B_1) = ti(int,bit1(B_1)) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Power_Opower__class_Opower_1_arg1,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( power_power(X_a,B_1,B_2) = power_power(X_a,ti(X_a,B_1),B_2) 2.79/2.97 <= ( power(X_a) 2.79/2.97 & semiring_0(X_a) ) ) )). 2.79/2.97 2.79/2.97 fof(arity_Int_Oint___Int_Onumber,axiom,( 2.79/2.97 number(int) )). 2.79/2.97 2.79/2.97 fof(fact_56_bin__less__0__simps_I4_J,axiom,( 2.79/2.97 ! [Wa] : 2.79/2.97 ( ord_less(int,bit1(Wa),zero_zero(int)) 2.79/2.97 <=> ord_less(int,Wa,zero_zero(int)) ) )). 2.79/2.97 2.79/2.97 fof(fact_29_nat__1__add__1,axiom,( 2.79/2.97 number_number_of(nat,bit0(bit1(pls))) = plus_plus(nat,one_one(nat),one_one(nat)) )). 2.79/2.97 2.79/2.97 fof(fact_22_zadd__int__left,axiom,( 2.79/2.97 ! [M,N,Z] : plus_plus(int,semiring_1_of_nat(int,M),plus_plus(int,semiring_1_of_nat(int,N),Z)) = plus_plus(int,semiring_1_of_nat(int,plus_plus(nat,M,N)),Z) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Int_OBit0_arg1,hypothesis,( 2.79/2.97 ! [B_1] : bit0(B_1) = bit0(ti(int,B_1)) )). 2.79/2.97 2.79/2.97 fof(fact_50_less__special_I1_J,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ( number_ring(X_a) 2.79/2.97 & linordered_idom(X_a) ) 2.79/2.97 => ! [Ya] : 2.79/2.97 ( ord_less(int,pls,Ya) 2.79/2.97 <=> ord_less(X_a,zero_zero(X_a),number_number_of(X_a,Ya)) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_69_rel__simps_I49_J,axiom,( 2.79/2.97 ! [K,L] : bit1(L) != bit0(K) )). 2.79/2.97 2.79/2.97 fof(fact_37_one__is__num__one,axiom,( 2.79/2.97 one_one(int) = number_number_of(int,bit1(pls)) )). 2.79/2.97 2.79/2.97 fof(fact_65_double__eq__0__iff,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( linord219039673up_add(X_a) 2.79/2.97 => ! [A_2] : 2.79/2.97 ( zero_zero(X_a) = ti(X_a,A_2) 2.79/2.97 <=> zero_zero(X_a) = plus_plus(X_a,A_2,A_2) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_48_int__int__eq,axiom,( 2.79/2.97 ! [Ma,Na] : 2.79/2.97 ( semiring_1_of_nat(int,Na) = semiring_1_of_nat(int,Ma) 2.79/2.97 <=> Na = Ma ) )). 2.79/2.97 2.79/2.97 fof(fact_17_plus__numeral__code_I9_J,axiom,( 2.79/2.97 ! [V,W] : plus_plus(int,number_number_of(int,V),number_number_of(int,W)) = number_number_of(int,plus_plus(int,V,W)) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Orderings_Oord__class_Oless_0_arg1,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( linordered_idom(X_a) 2.79/2.97 => ( ord_less(X_a,B_1,B_2) 2.79/2.97 <=> ord_less(X_a,ti(X_a,B_1),B_2) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_86_power__eq__0__iff__number__of,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ( power(X_a) 2.79/2.97 & mult_zero(X_a) 2.79/2.97 & zero_neq_one(X_a) 2.79/2.97 & no_zero_divisors(X_a) ) 2.79/2.97 => ! [A_2,Wa] : 2.79/2.97 ( zero_zero(X_a) = power_power(X_a,A_2,number_number_of(nat,Wa)) 2.79/2.97 <=> ( zero_zero(nat) != number_number_of(nat,Wa) 2.79/2.97 & zero_zero(X_a) = ti(X_a,A_2) ) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_27_int__eq__0__conv,axiom,( 2.79/2.97 ! [Na] : 2.79/2.97 ( zero_zero(int) = semiring_1_of_nat(int,Na) 2.79/2.97 <=> zero_zero(nat) = Na ) )). 2.79/2.97 2.79/2.97 fof(arity_Int_Oint___Rings_Olinordered__idom,axiom,( 2.79/2.97 linordered_idom(int) )). 2.79/2.97 2.79/2.97 fof(fact_14_n0,axiom,( 2.79/2.97 ord_less(nat,zero_zero(nat),n) )). 2.79/2.97 2.79/2.97 fof(fact_84_add__numeral__0,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_ring(X_a) 2.79/2.97 => ! [A_1] : ti(X_a,A_1) = plus_plus(X_a,number_number_of(X_a,pls),A_1) ) )). 2.79/2.97 2.79/2.97 fof(fact_20_zpower__int,axiom,( 2.79/2.97 ! [M,N] : power_power(int,semiring_1_of_nat(int,M),N) = semiring_1_of_nat(int,power_power(nat,M,N)) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Groups_Oplus__class_Oplus_1_arg1,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( plus_plus(X_a,ti(X_a,B_1),B_2) = plus_plus(X_a,B_1,B_2) 2.79/2.97 <= number_semiring(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_42_rel__simps_I51_J,axiom,( 2.79/2.97 ! [K_1,L_1] : 2.79/2.97 ( bit1(K_1) = bit1(L_1) 2.79/2.97 <=> L_1 = K_1 ) )). 2.79/2.97 2.79/2.97 fof(arity_Int_Oint___Rings_Ono__zero__divisors,axiom,( 2.79/2.97 no_zero_divisors(int) )). 2.79/2.97 2.79/2.97 fof(fact_64_odd__less__0,axiom,( 2.79/2.97 ! [Z_1] : 2.79/2.97 ( ord_less(int,plus_plus(int,plus_plus(int,one_one(int),Z_1),Z_1),zero_zero(int)) 2.79/2.97 <=> ord_less(int,Z_1,zero_zero(int)) ) )). 2.79/2.97 2.79/2.97 fof(fact_51_rel__simps_I12_J,axiom,( 2.79/2.97 ! [K_1] : 2.79/2.97 ( ord_less(int,bit1(K_1),pls) 2.79/2.97 <=> ord_less(int,K_1,pls) ) )). 2.79/2.97 2.79/2.97 fof(fact_83_semiring__norm_I112_J,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_ring(X_a) 2.79/2.97 => number_number_of(X_a,pls) = zero_zero(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_75_add__Pls__right,axiom,( 2.79/2.97 ! [K] : plus_plus(int,K,pls) = K )). 2.79/2.97 2.79/2.97 fof(tsy_c_Power_Opower__class_Opower_0_arg1,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( ( power(X_a) 2.79/2.97 & no_zero_divisors(X_a) 2.79/2.97 & zero_neq_one(X_a) 2.79/2.97 & mult_zero(X_a) ) 2.79/2.97 => power_power(X_a,B_1,B_2) = power_power(X_a,ti(X_a,B_1),B_2) ) )). 2.79/2.97 2.79/2.97 fof(arity_Int_Oint___Int_Onumber__semiring,axiom,( 2.79/2.97 number_semiring(int) )). 2.79/2.97 2.79/2.97 fof(arity_Nat_Onat___Rings_Ozero__neq__one,axiom,( 2.79/2.97 zero_neq_one(nat) )). 2.79/2.97 2.79/2.97 fof(fact_34_rel__simps_I14_J,axiom,( 2.79/2.97 ! [K_1,L_1] : 2.79/2.97 ( ord_less(int,K_1,L_1) 2.79/2.97 <=> ord_less(int,bit0(K_1),bit0(L_1)) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Int_Onumber__class_Onumber__of_arg1,axiom,( 2.79/2.97 ! [B_1,X_a] : 2.79/2.97 ( number(X_a) 2.79/2.97 => number_number_of(X_a,ti(int,B_1)) = number_number_of(X_a,B_1) ) )). 2.79/2.97 2.79/2.97 fof(fact_41_number__of__reorient,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number(X_a) 2.79/2.97 => ! [Wa,Xa] : 2.79/2.97 ( ti(X_a,Xa) = number_number_of(X_a,Wa) 2.79/2.97 <=> ti(X_a,Xa) = number_number_of(X_a,Wa) ) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Nat_Osemiring__1__class_Oof__nat_arg1,axiom,( 2.79/2.97 ! [B_1,X_a] : 2.79/2.97 ( semiring_1_of_nat(X_a,B_1) = semiring_1_of_nat(X_a,ti(nat,B_1)) 2.79/2.97 <= number_semiring(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_79_zadd__0__right,axiom,( 2.79/2.97 ! [Z] : plus_plus(int,Z,zero_zero(int)) = Z )). 2.79/2.97 2.79/2.97 fof(tsy_c_Groups_Oplus__class_Oplus_0_arg1,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( plus_plus(X_a,ti(X_a,B_1),B_2) = plus_plus(X_a,B_1,B_2) 2.79/2.97 <= linord219039673up_add(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_32_rel__simps_I2_J,axiom,( 2.79/2.97 ~ ord_less(int,pls,pls) )). 2.79/2.97 2.79/2.97 fof(fact_68_rel__simps_I50_J,axiom,( 2.79/2.97 ! [K,L] : bit1(K) != bit0(L) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Groups_Oplus__class_Oplus_1_res,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( plus_plus(X_a,B_1,B_2) = ti(X_a,plus_plus(X_a,B_1,B_2)) 2.79/2.97 <= number_semiring(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_85_add__numeral__0__right,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_ring(X_a) 2.79/2.97 => ! [A_1] : ti(X_a,A_1) = plus_plus(X_a,A_1,number_number_of(X_a,pls)) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Groups_Ozero__class_Ozero_1_res,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ti(X_a,zero_zero(X_a)) = zero_zero(X_a) 2.79/2.97 <= linord219039673up_add(X_a) ) )). 2.79/2.97 2.79/2.97 fof(fact_6_add__special_I2_J,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_ring(X_a) 2.79/2.97 => ! [W] : number_number_of(X_a,plus_plus(int,bit1(pls),W)) = plus_plus(X_a,one_one(X_a),number_number_of(X_a,W)) ) )). 2.79/2.97 2.79/2.97 fof(fact_16_less__number__of__int__code,axiom,( 2.79/2.97 ! [K_1,L_1] : 2.79/2.97 ( ord_less(int,K_1,L_1) 2.79/2.97 <=> ord_less(int,number_number_of(int,K_1),number_number_of(int,L_1)) ) )). 2.79/2.97 2.79/2.97 fof(fact_89_number__of__add,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ! [V,W] : plus_plus(X_a,number_number_of(X_a,V),number_number_of(X_a,W)) = number_number_of(X_a,plus_plus(int,V,W)) 2.79/2.97 <= number_ring(X_a) ) )). 2.79/2.97 2.79/2.97 fof(arity_Int_Oint___Rings_Oring__1__no__zero__divisors,axiom,( 2.79/2.97 ring_11004092258visors(int) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Groups_Oplus__class_Oplus_0_arg2,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( linord219039673up_add(X_a) 2.79/2.97 => plus_plus(X_a,B_1,B_2) = plus_plus(X_a,B_1,ti(X_a,B_2)) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Groups_Oplus__class_Oplus_0_res,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( linord219039673up_add(X_a) 2.79/2.97 => ti(X_a,plus_plus(X_a,B_1,B_2)) = plus_plus(X_a,B_1,B_2) ) )). 2.79/2.97 2.79/2.97 fof(fact_39_Numeral1__eq1__nat,axiom,( 2.79/2.97 one_one(nat) = number_number_of(nat,bit1(pls)) )). 2.79/2.97 2.79/2.97 fof(fact_26_semiring__norm_I113_J,axiom,( 2.79/2.97 number_number_of(nat,pls) = zero_zero(nat) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Power_Opower__class_Opower_0_arg2,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( ( zero_neq_one(X_a) 2.79/2.97 & no_zero_divisors(X_a) 2.79/2.97 & mult_zero(X_a) 2.79/2.97 & power(X_a) ) 2.79/2.97 => power_power(X_a,B_1,B_2) = power_power(X_a,B_1,ti(nat,B_2)) ) )). 2.79/2.97 2.79/2.97 fof(fact_1_t1,axiom,( 2.79/2.97 ord_less(int,one_one(int),t) )). 2.79/2.97 2.79/2.97 fof(fact_53_rel__simps_I16_J,axiom,( 2.79/2.97 ! [K_1,L_1] : 2.79/2.97 ( ord_less(int,K_1,L_1) 2.79/2.97 <=> ord_less(int,bit1(K_1),bit0(L_1)) ) )). 2.79/2.97 2.79/2.97 fof(fact_62_less__special_I4_J,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ( linordered_idom(X_a) 2.79/2.97 & number_ring(X_a) ) 2.79/2.97 => ! [Xa] : 2.79/2.97 ( ord_less(X_a,number_number_of(X_a,Xa),one_one(X_a)) 2.79/2.97 <=> ord_less(int,Xa,bit1(pls)) ) ) )). 2.79/2.97 2.79/2.97 fof(tsy_c_Power_Opower__class_Opower_1_res,axiom,( 2.79/2.97 ! [B_1,B_2,X_a] : 2.79/2.97 ( ( power(X_a) 2.79/2.97 & semiring_0(X_a) ) 2.79/2.97 => power_power(X_a,B_1,B_2) = ti(X_a,power_power(X_a,B_1,B_2)) ) )). 2.79/2.97 2.79/2.97 fof(fact_80_zadd__0,axiom,( 2.79/2.97 ! [Z] : Z = plus_plus(int,zero_zero(int),Z) )). 2.79/2.97 2.79/2.97 fof(fact_73_Pls__def,axiom,( 2.79/2.97 zero_zero(int) = pls )). 2.79/2.97 2.79/2.97 fof(fact_76_add__Pls,axiom,( 2.79/2.97 ! [K] : plus_plus(int,pls,K) = K )). 2.79/2.97 2.79/2.97 fof(help_ti_idem,axiom,( 2.79/2.97 ! [T,A] : ti(T,A) = ti(T,ti(T,A)) )). 2.79/2.97 2.79/2.97 fof(fact_8_one__add__one__is__two,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( number_ring(X_a) 2.79/2.97 => plus_plus(X_a,one_one(X_a),one_one(X_a)) = number_number_of(X_a,bit0(bit1(pls))) ) )). 2.79/2.97 2.79/2.97 fof(fact_40_eq__number__of,axiom,( 2.79/2.97 ! [X_a] : 2.79/2.97 ( ! [Xa,Ya] : 2.79/2.97 ( number_number_of(X_a,Ya) = number_number_of(X_a,Xa) 2.79/2.97 <=> Ya = Xa ) 2.79/2.97 <= ( ring_char_0(X_a) 2.79/2.97 & number_ring(X_a) ) ) )). 2.79/2.97 2.79/2.97 fof(fact_10_quartic__square__square,axiom,( 2.79/2.97 ! [X] : power_power(int,power_power(int,X,number_number_of(nat,bit0(bit1(pls)))),number_number_of(nat,bit0(bit1(pls)))) = power_power(int,X,number_number_of(nat,bit0(bit0(bit1(pls))))) )). 2.79/2.97 2.79/2.97 %------------------------------------------- 2.79/2.97 % Proof found 2.79/2.97 % SZS status Theorem for theBenchmark 2.79/2.97 % SZS output start Proof 2.79/2.97 %ClaNum:224(EqnAxiom:34) 2.79/2.97 %VarNum:791(SingletonVarNum:261) 2.79/2.97 %MaxLitNum:7 2.79/2.97 %MaxfuncDepth:7 2.79/2.97 %SharedTerms:70 2.79/2.97 %goalClause: 95 2.79/2.97 %singleGoalClaCount:1 2.79/2.97 [36]P4(a2) 2.79/2.97 [37]P5(a2) 2.79/2.97 [38]P5(a6) 2.79/2.97 [39]P7(a2) 2.79/2.97 [40]P7(a6) 2.79/2.97 [41]P8(a2) 2.79/2.97 [42]P8(a6) 2.79/2.97 [43]P9(a2) 2.79/2.97 [44]P10(a2) 2.79/2.97 [45]P10(a6) 2.79/2.97 [46]P11(a2) 2.79/2.97 [47]P11(a6) 2.79/2.97 [48]P12(a2) 2.79/2.97 [49]P12(a6) 2.79/2.98 [50]P13(a2) 2.79/2.98 [51]P13(a6) 2.79/2.98 [52]P14(a2) 2.79/2.98 [53]P14(a6) 2.79/2.98 [54]P15(a2) 2.79/2.98 [55]P16(a2) 2.79/2.98 [56]P17(a2) 2.79/2.98 [98]~P26(a2,a3,a3) 2.79/2.98 [35]E(f1(a2),a3) 2.79/2.98 [57]E(f18(a2,a3),a3) 2.79/2.98 [58]E(f18(a2,a19),a19) 2.79/2.98 [59]E(f18(a6,a20),a20) 2.79/2.98 [60]E(f21(a2,a3),f1(a2)) 2.79/2.98 [62]E(f21(a6,a3),f1(a6)) 2.79/2.98 [70]P26(a2,f23(a2),a19) 2.79/2.98 [71]P26(a6,f1(a6),a20) 2.79/2.98 [74]P26(a2,f1(a2),f23(a2)) 2.79/2.98 [97]~E(f1(a2),f23(a2)) 2.79/2.98 [99]~P26(a2,a3,f1(a2)) 2.79/2.98 [63]E(f22(a2,f1(a6)),f1(a2)) 2.79/2.98 [64]E(f22(a2,f23(a6)),f23(a2)) 2.79/2.98 [80]P26(a2,f1(a2),f25(a2,f23(a2),f22(a2,a20))) 2.79/2.98 [85]E(f21(a2,f25(a2,f25(a2,f23(a2),a3),a3)),f23(a2)) 2.79/2.98 [87]E(f21(a6,f25(a2,f25(a2,f23(a2),a3),a3)),f23(a6)) 2.79/2.98 [94]E(f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))),f25(a6,f23(a6),f23(a6))) 2.79/2.98 [95]E(f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f1(a2)) 2.79/2.98 [67]E(f25(a2,x671,a3),x671) 2.79/2.98 [68]E(f25(a2,a3,x681),x681) 2.79/2.98 [100]~P26(a2,f22(a2,x1001),f1(a2)) 2.79/2.98 [65]E(f18(x651,f24(x651)),f24(x651)) 2.79/2.98 [72]E(f25(a2,f1(a2),x721),x721) 2.79/2.98 [73]E(f25(a2,x731,f1(a2)),x731) 2.79/2.98 [76]E(f25(a2,f18(a2,x761),f18(a2,x761)),f25(a2,x761,x761)) 2.79/2.98 [77]E(f18(a2,f25(a2,x771,x771)),f25(a2,x771,x771)) 2.79/2.98 [88]E(f25(a2,f25(a2,f23(a2),f18(a2,x881)),f18(a2,x881)),f25(a2,f25(a2,f23(a2),x881),x881)) 2.79/2.98 [102]~E(f25(a2,f25(a2,f23(a2),x1021),x1021),a3) 2.79/2.98 [103]~E(f25(a2,f25(a2,f23(a2),x1031),x1031),f1(a2)) 2.79/2.98 [89]E(f18(a2,f25(a2,f25(a2,f23(a2),x891),x891)),f25(a2,f25(a2,f23(a2),x891),x891)) 2.79/2.98 [96]E(f27(a2,f27(a2,x961,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(a2,x961,f21(a6,f25(a2,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)),f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))) 2.79/2.98 [75]E(f25(a2,x751,x752),f25(a2,x752,x751)) 2.79/2.98 [69]E(f18(x691,f18(x691,x692)),f18(x691,x692)) 2.79/2.98 [79]E(f27(a2,f22(a2,x791),x792),f22(a2,f27(a6,x791,x792))) 2.79/2.98 [81]E(f25(a2,f22(a2,x811),f22(a2,x812)),f22(a2,f25(a6,x811,x812))) 2.79/2.98 [82]E(f25(a2,f21(a2,x821),f21(a2,x822)),f21(a2,f25(a2,x821,x822))) 2.79/2.98 [91]E(f25(a2,f25(a2,x911,x911),f25(a2,x912,x912)),f25(a2,f25(a2,x911,x912),f25(a2,x911,x912))) 2.79/2.98 [93]E(f25(a2,f25(a2,f23(a2),f25(a2,x931,x932)),f25(a2,x931,x932)),f25(a2,f25(a2,f25(a2,f23(a2),x931),x931),f25(a2,x932,x932))) 2.79/2.98 [105]~E(f25(a2,f25(a2,f23(a2),x1051),x1051),f25(a2,x1052,x1052)) 2.79/2.98 [92]E(f25(a2,f25(a2,x921,x921),f25(a2,f25(a2,f23(a2),x922),x922)),f25(a2,f25(a2,f23(a2),f25(a2,x921,x922)),f25(a2,x921,x922))) 2.79/2.98 [83]E(f25(a2,x831,f25(a2,x832,x833)),f25(a2,x832,f25(a2,x831,x833))) 2.79/2.98 [84]E(f25(a2,f25(a2,x841,x842),x843),f25(a2,x841,f25(a2,x842,x843))) 2.79/2.98 [90]E(f25(a2,f22(a2,x901),f25(a2,f22(a2,x902),x903)),f25(a2,f22(a2,f25(a6,x901,x902)),x903)) 2.79/2.98 [106]~E(f1(a6),x1061)+E(f22(a2,x1061),f1(a2)) 2.79/2.98 [108]~P10(x1081)+E(f21(x1081,a3),f1(x1081)) 2.79/2.98 [109]~P9(x1091)+E(f21(x1091,a3),f1(x1091)) 2.79/2.98 [110]E(f1(a6),x1101)+~E(f22(a2,x1101),f1(a2)) 2.79/2.98 [116]~E(x1161,a3)+E(f25(a2,x1161,x1161),a3) 2.79/2.98 [117]~E(a3,x1171)+E(f25(a2,x1171,x1171),a3) 2.79/2.98 [124]E(x1241,a3)+~E(f25(a2,x1241,x1241),a3) 2.79/2.98 [125]E(a3,x1251)+~E(f25(a2,x1251,x1251),a3) 2.79/2.98 [169]~P26(a2,a3,x1691)+P26(a2,a3,f25(a2,x1691,x1691)) 2.79/2.98 [170]~P26(a2,x1701,a3)+P26(a2,f25(a2,x1701,x1701),a3) 2.79/2.98 [173]~P26(a2,x1731,f1(a2))+P26(a2,f25(a2,x1731,x1731),f1(a2)) 2.79/2.98 [175]P26(a2,x1751,a3)+~P26(a2,f25(a2,x1751,x1751),a3) 2.79/2.98 [176]P26(a2,a3,x1761)+~P26(a2,a3,f25(a2,x1761,x1761)) 2.79/2.98 [177]P26(a2,x1771,f1(a2))+~P26(a2,f25(a2,x1771,x1771),f1(a2)) 2.79/2.98 [111]~P16(x1111)+E(f18(x1111,f1(x1111)),f1(x1111)) 2.79/2.98 [186]~P26(a2,x1861,a3)+P26(a2,f25(a2,f25(a2,f23(a2),x1861),x1861),a3) 2.79/2.98 [190]~P26(a2,x1901,f1(a2))+P26(a2,f25(a2,f25(a2,f23(a2),x1901),x1901),f1(a2)) 2.79/2.98 [197]P26(a2,x1971,a3)+~P26(a2,f25(a2,f25(a2,f23(a2),x1971),x1971),a3) 2.79/2.98 [199]P26(a2,x1991,f1(a2))+~P26(a2,f25(a2,f25(a2,f23(a2),x1991),x1991),f1(a2)) 2.79/2.98 [182]~P9(x1821)+E(f21(x1821,f25(a2,f25(a2,f23(a2),a3),a3)),f23(x1821)) 2.79/2.98 [210]~P9(x2101)+E(f25(x2101,f23(x2101),f23(x2101)),f21(x2101,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))) 2.79/2.98 [211]~P10(x2111)+E(f25(x2111,f23(x2111),f23(x2111)),f21(x2111,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))) 2.79/2.98 [212]~P14(x2121)+E(f27(x2121,f1(x2121),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f1(x2121)) 2.79/2.98 [213]~P14(x2131)+E(f27(x2131,f23(x2131),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f23(x2131)) 2.79/2.98 [114]E(x1141,x1142)+~E(f22(a2,x1141),f22(a2,x1142)) 2.79/2.98 [140]~P26(a6,x1401,x1402)+P26(a6,x1401,f18(a6,x1402)) 2.79/2.98 [141]~P26(a6,x1411,x1412)+P26(a6,f18(a6,x1411),x1412) 2.79/2.98 [145]E(x1451,x1452)+~E(f25(a2,x1451,x1451),f25(a2,x1452,x1452)) 2.79/2.98 [146]P26(a6,x1461,x1462)+~P26(a6,x1461,f18(a6,x1462)) 2.79/2.98 [147]P26(a6,x1471,x1472)+~P26(a6,f18(a6,x1471),x1472) 2.79/2.98 [156]~P26(a2,x1561,x1562)+P26(a2,f21(a2,x1561),f21(a2,x1562)) 2.79/2.98 [165]P26(a2,x1651,x1652)+~P26(a2,f21(a2,x1651),f21(a2,x1652)) 2.79/2.98 [185]~P26(a2,x1851,x1852)+P26(a2,f25(a2,x1851,x1851),f25(a2,x1852,x1852)) 2.79/2.98 [188]P26(a2,x1881,x1882)+~P26(a2,f25(a2,x1881,x1881),f25(a2,x1882,x1882)) 2.79/2.98 [118]~P10(x1181)+E(f22(x1181,f18(a6,x1182)),f22(x1181,x1182)) 2.79/2.98 [119]~P8(x1191)+E(f21(x1191,f18(a2,x1192)),f21(x1191,x1192)) 2.79/2.98 [120]~P10(x1201)+E(f21(x1201,f22(a2,x1202)),f22(x1201,x1202)) 2.79/2.98 [122]~P10(x1221)+E(f18(x1221,f22(x1221,x1222)),f22(x1221,x1222)) 2.79/2.98 [123]~P8(x1231)+E(f18(x1231,f21(x1231,x1232)),f21(x1231,x1232)) 2.79/2.98 [127]~P9(x1271)+E(f25(x1271,x1272,f21(x1271,a3)),f18(x1271,x1272)) 2.79/2.98 [128]~P9(x1281)+E(f25(x1281,f21(x1281,a3),x1282),f18(x1281,x1282)) 2.79/2.98 [144]~E(x1441,x1442)+P26(a2,x1441,f25(a2,x1442,f23(a2))) 2.79/2.98 [160]~P26(a2,x1601,a3)+E(f25(a6,f21(a6,x1601),f21(a6,x1602)),f21(a6,x1602)) 2.79/2.98 [172]~P26(a2,x1721,x1722)+P26(a2,x1721,f25(a2,x1722,f23(a2))) 2.79/2.98 [191]E(x1911,x1912)+~E(f25(a2,f25(a2,f23(a2),x1911),x1911),f25(a2,f25(a2,f23(a2),x1912),x1912)) 2.79/2.98 [196]~P26(a2,x1961,x1962)+P26(a2,f25(a2,f25(a2,f23(a2),x1961),x1961),f25(a2,x1962,x1962)) 2.79/2.98 [203]~P26(a2,x2031,x2032)+P26(a2,f25(a2,f25(a2,f23(a2),x2031),x2031),f25(a2,f25(a2,f23(a2),x2032),x2032)) 2.79/2.98 [205]P26(a2,x2051,x2052)+~P26(a2,f25(a2,f25(a2,f23(a2),x2051),x2051),f25(a2,x2052,x2052)) 2.79/2.98 [209]P26(a2,x2091,x2092)+~P26(a2,f25(a2,f25(a2,f23(a2),x2091),x2091),f25(a2,f25(a2,f23(a2),x2092),x2092)) 2.79/2.98 [206]~P9(x2061)+E(f21(x2061,f25(a2,x2062,f25(a2,f25(a2,f23(a2),a3),a3))),f25(x2061,f21(x2061,x2062),f23(x2061))) 2.79/2.98 [207]~P9(x2071)+E(f21(x2071,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),x2072)),f25(x2071,f23(x2071),f21(x2071,x2072))) 2.79/2.98 [217]~P4(x2171)+~P26(x2171,f27(x2171,x2172,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f1(x2171)) 2.79/2.98 [183]~P26(a2,x1831,x1833)+P26(a2,f25(a2,x1831,x1832),f25(a2,x1833,x1832)) 2.79/2.98 [133]~P16(x1331)+E(f25(x1331,x1332,f18(x1331,x1333)),f25(x1331,x1332,x1333)) 2.79/2.98 [134]~P10(x1341)+E(f25(x1341,x1342,f18(x1341,x1343)),f25(x1341,x1342,x1343)) 2.79/2.98 [135]~P10(x1351)+E(f25(x1351,f18(x1351,x1352),x1353),f25(x1351,x1352,x1353)) 2.79/2.98 [136]~P16(x1361)+E(f25(x1361,f18(x1361,x1362),x1363),f25(x1361,x1362,x1363)) 2.79/2.98 [152]~P10(x1521)+E(f18(x1521,f25(x1521,x1522,x1523)),f25(x1521,x1522,x1523)) 2.79/2.98 [153]~P16(x1531)+E(f18(x1531,f25(x1531,x1532,x1533)),f25(x1531,x1532,x1533)) 2.79/2.98 [167]~P9(x1671)+E(f25(x1671,f21(x1671,x1672),f21(x1671,x1673)),f21(x1671,f25(a2,x1672,x1673))) 2.79/2.98 [194]~P9(x1941)+E(f25(x1941,f21(x1941,x1942),f25(x1941,f21(x1941,x1943),x1944)),f25(x1941,f21(x1941,f25(a2,x1942,x1943)),x1944)) 2.79/2.98 [112]~P5(x1121)+~P7(x1121)+E(f18(x1121,f23(x1121)),f23(x1121)) 2.79/2.98 [113]~P5(x1131)+~P7(x1131)+E(f18(x1131,f1(x1131)),f1(x1131)) 2.79/2.98 [129]E(x1291,x1292)+P26(a2,x1292,x1291)+P26(a2,x1291,x1292) 2.79/2.98 [126]~P16(x1261)+~E(f18(x1261,x1262),f1(x1261))+E(f25(x1261,x1262,x1262),f1(x1261)) 2.79/2.98 [131]~P16(x1311)+~E(f25(x1311,x1312,x1312),f1(x1311))+E(f18(x1311,x1312),f1(x1311)) 2.79/2.98 [174]~P4(x1741)+~P26(x1741,x1742,f1(x1741))+P26(x1741,f25(x1741,x1742,x1742),f1(x1741)) 2.79/2.98 [180]~P4(x1801)+~P26(x1801,f25(x1801,x1802,x1802),f1(x1801))+P26(x1801,x1802,f1(x1801)) 2.79/2.98 [171]P26(a2,x1711,a3)+~P26(a2,x1712,a3)+E(f25(a6,f21(a6,x1711),f21(a6,x1712)),f21(a6,x1711)) 2.79/2.98 [178]E(x1781,x1782)+P26(a2,x1782,x1781)+~P26(a2,x1782,f25(a2,x1781,f23(a2))) 2.79/2.98 [179]P26(a2,x1792,a3)+P26(a2,x1791,a3)+E(f25(a6,f21(a6,x1791),f21(a6,x1792)),f21(a6,f25(a2,x1791,x1792))) 2.79/2.98 [214]~P17(x2141)+~E(f18(x2141,x2142),f1(x2141))+E(f27(x2141,x2142,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f1(x2141)) 2.79/2.98 [215]~P17(x2151)+E(f18(x2151,x2152),f1(x2151))+~E(f27(x2151,x2152,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f1(x2151)) 2.79/2.98 [216]~P4(x2161)+E(f18(x2161,x2162),f1(x2161))+P26(x2161,f1(x2161),f27(x2161,x2162,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))) 2.79/2.98 [218]~P4(x2181)+~E(f18(x2181,x2182),f1(x2181))+~P26(x2181,f1(x2181),f27(x2181,x2182,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))) 2.79/2.98 [148]~P4(x1481)+~P26(x1481,x1482,x1483)+P26(x1481,x1482,f18(x1481,x1483)) 2.79/2.98 [149]~P4(x1491)+~P26(x1491,x1492,x1493)+P26(x1491,f18(x1491,x1492),x1493) 2.79/2.98 [157]~P4(x1571)+P26(x1571,x1572,x1573)+~P26(x1571,x1572,f18(x1571,x1573)) 2.79/2.98 [158]~P4(x1581)+P26(x1581,x1582,x1583)+~P26(x1581,f18(x1581,x1582),x1583) 2.79/2.98 [137]~P5(x1371)+~P7(x1371)+E(f27(x1371,x1372,f18(a6,x1373)),f27(x1371,x1372,x1373)) 2.79/2.98 [138]~P5(x1381)+~P7(x1381)+E(f27(x1381,f18(x1381,x1382),x1383),f27(x1381,x1382,x1383)) 2.79/2.98 [159]~P5(x1591)+~P7(x1591)+E(f18(x1591,f27(x1591,x1592,x1593)),f27(x1591,x1592,x1593)) 2.79/2.98 [220]~P4(x2201)+E(f18(x2201,x2202),f1(x2201))+~E(f25(x2201,f27(x2201,x2202,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(x2201,x2203,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))),f1(x2201)) 2.79/2.98 [221]~P4(x2211)+E(f18(x2211,x2212),f1(x2211))+~E(f25(x2211,f27(x2211,x2213,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(x2211,x2212,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))),f1(x2211)) 2.79/2.98 [222]~P4(x2221)+E(f18(x2221,x2222),f1(x2221))+P26(x2221,f1(x2221),f25(x2221,f27(x2221,x2222,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(x2221,x2223,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))) 2.79/2.98 [223]~P4(x2231)+E(f18(x2231,x2232),f1(x2231))+P26(x2231,f1(x2231),f25(x2231,f27(x2231,x2233,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(x2231,x2232,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))) 2.79/2.98 [154]~P4(x1541)+~P9(x1541)+P26(x1541,f1(x1541),f21(x1541,x1542))+~P26(a2,a3,x1542) 2.79/2.98 [155]~P4(x1551)+~P9(x1551)+P26(x1551,f21(x1551,x1552),f1(x1551))+~P26(a2,x1552,a3) 2.79/2.98 [161]~P9(x1612)+~P4(x1612)+~P26(x1612,f21(x1612,x1611),f1(x1612))+P26(a2,x1611,a3) 2.79/2.98 [162]~P9(x1622)+~P4(x1622)+~P26(x1622,f1(x1622),f21(x1622,x1621))+P26(a2,a3,x1621) 2.79/2.98 [130]~P5(x1302)+~P7(x1302)+E(f21(a6,x1301),f1(a6))+E(f27(x1302,f1(x1302),f21(a6,x1301)),f1(x1302)) 2.79/2.98 [132]~P5(x1321)+~P7(x1321)+~E(f21(a6,x1322),f1(a6))+E(f27(x1321,f1(x1321),f21(a6,x1322)),f23(x1321)) 2.79/2.98 [192]~P9(x1922)+~P4(x1922)+~P26(x1922,f21(x1922,x1921),f23(x1922))+P26(a2,x1921,f25(a2,f25(a2,f23(a2),a3),a3)) 2.79/2.98 [193]~P9(x1932)+~P4(x1932)+~P26(x1932,f23(x1932),f21(x1932,x1931))+P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),x1931) 2.79/2.98 [200]~P4(x2001)+~P9(x2001)+P26(x2001,f23(x2001),f21(x2001,x2002))+~P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),x2002) 2.79/2.98 [201]~P4(x2011)+~P9(x2011)+P26(x2011,f21(x2011,x2012),f23(x2011))+~P26(a2,x2012,f25(a2,f25(a2,f23(a2),a3),a3)) 2.79/2.98 [121]~P9(x1213)+~P15(x1213)+E(x1211,x1212)+~E(f21(x1213,x1211),f21(x1213,x1212)) 2.79/2.98 [164]~P4(x1641)+~P9(x1641)+~P26(a2,x1642,x1643)+P26(x1641,f21(x1641,x1642),f21(x1641,x1643)) 2.79/2.98 [168]~P9(x1683)+~P4(x1683)+~P26(x1683,f21(x1683,x1681),f21(x1683,x1682))+P26(a2,x1681,x1682) 2.79/2.98 [219]~P4(x2191)+~E(f18(x2191,x2192),f1(x2191))+~E(f18(x2191,x2193),f1(x2191))+E(f25(x2191,f27(x2191,x2192,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(x2191,x2193,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))),f1(x2191)) 2.79/2.98 [224]~P4(x2241)+~E(f18(x2241,x2242),f1(x2241))+~E(f18(x2241,x2243),f1(x2241))+~P26(x2241,f1(x2241),f25(x2241,f27(x2241,x2242,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(x2241,x2243,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))) 2.79/2.98 [115]~P5(x1151)+~P11(x1151)+~P12(x1151)+~P13(x1151)+E(f18(x1151,f1(x1151)),f1(x1151)) 2.79/2.98 [142]~P5(x1421)+~P11(x1421)+~P12(x1421)+~P13(x1421)+E(f27(x1421,x1422,f18(a6,x1423)),f27(x1421,x1422,x1423)) 2.79/2.98 [143]~P5(x1431)+~P11(x1431)+~P12(x1431)+~P13(x1431)+E(f27(x1431,f18(x1431,x1432),x1433),f27(x1431,x1432,x1433)) 2.79/2.98 [163]~P5(x1631)+~P11(x1631)+~P12(x1631)+~P13(x1631)+E(f18(x1631,f27(x1631,x1632,x1633)),f27(x1631,x1632,x1633)) 2.79/2.98 [150]~P5(x1501)+~P11(x1501)+~P12(x1501)+~P13(x1501)+E(f18(x1501,x1502),f1(x1501))+~E(f27(x1501,x1502,f21(a6,x1503)),f1(x1501)) 2.79/2.98 [151]~P5(x1512)+~P11(x1512)+~P12(x1512)+~P13(x1512)+~E(f21(a6,x1511),f1(a6))+~E(f27(x1512,x1513,f21(a6,x1511)),f1(x1512)) 2.79/2.98 [139]~P5(x1392)+~P11(x1392)+~P12(x1392)+~P13(x1392)+~E(f18(x1392,x1393),f1(x1392))+E(f21(a6,x1391),f1(a6))+E(f27(x1392,x1393,f21(a6,x1391)),f1(x1392)) 2.79/2.98 %EqnAxiom 2.79/2.98 [1]E(x11,x11) 2.79/2.98 [2]E(x22,x21)+~E(x21,x22) 2.79/2.98 [3]E(x31,x33)+~E(x31,x32)+~E(x32,x33) 2.79/2.98 [4]~E(x41,x42)+E(f1(x41),f1(x42)) 2.79/2.98 [5]~E(x51,x52)+E(f18(x51,x53),f18(x52,x53)) 2.79/2.98 [6]~E(x61,x62)+E(f18(x63,x61),f18(x63,x62)) 2.79/2.98 [7]~E(x71,x72)+E(f23(x71),f23(x72)) 2.79/2.98 [8]~E(x81,x82)+E(f25(x81,x83,x84),f25(x82,x83,x84)) 2.79/2.98 [9]~E(x91,x92)+E(f25(x93,x91,x94),f25(x93,x92,x94)) 2.79/2.98 [10]~E(x101,x102)+E(f25(x103,x104,x101),f25(x103,x104,x102)) 2.79/2.98 [11]~E(x111,x112)+E(f21(x111,x113),f21(x112,x113)) 2.79/2.98 [12]~E(x121,x122)+E(f21(x123,x121),f21(x123,x122)) 2.79/2.98 [13]~E(x131,x132)+E(f27(x131,x133,x134),f27(x132,x133,x134)) 2.79/2.98 [14]~E(x141,x142)+E(f27(x143,x141,x144),f27(x143,x142,x144)) 2.79/2.98 [15]~E(x151,x152)+E(f27(x153,x154,x151),f27(x153,x154,x152)) 2.79/2.98 [16]~E(x161,x162)+E(f22(x161,x163),f22(x162,x163)) 2.79/2.98 [17]~E(x171,x172)+E(f22(x173,x171),f22(x173,x172)) 2.79/2.98 [18]~E(x181,x182)+E(f24(x181),f24(x182)) 2.79/2.98 [19]~P4(x191)+P4(x192)+~E(x191,x192) 2.79/2.98 [20]~P5(x201)+P5(x202)+~E(x201,x202) 2.79/2.98 [21]~P9(x211)+P9(x212)+~E(x211,x212) 2.79/2.98 [22]~P7(x221)+P7(x222)+~E(x221,x222) 2.79/2.98 [23]P26(x232,x233,x234)+~E(x231,x232)+~P26(x231,x233,x234) 2.79/2.98 [24]P26(x243,x242,x244)+~E(x241,x242)+~P26(x243,x241,x244) 2.79/2.98 [25]P26(x253,x254,x252)+~E(x251,x252)+~P26(x253,x254,x251) 2.79/2.98 [26]~P8(x261)+P8(x262)+~E(x261,x262) 2.79/2.98 [27]~P11(x271)+P11(x272)+~E(x271,x272) 2.79/2.98 [28]~P10(x281)+P10(x282)+~E(x281,x282) 2.79/2.98 [29]~P13(x291)+P13(x292)+~E(x291,x292) 2.79/2.98 [30]~P12(x301)+P12(x302)+~E(x301,x302) 2.79/2.98 [31]~P16(x311)+P16(x312)+~E(x311,x312) 2.79/2.98 [32]~P17(x321)+P17(x322)+~E(x321,x322) 2.79/2.98 [33]~P15(x331)+P15(x332)+~E(x331,x332) 2.79/2.98 [34]~P14(x341)+P14(x342)+~E(x341,x342) 2.79/2.98 2.79/2.98 %------------------------------------------- 2.79/2.98 cnf(230,plain, 2.79/2.98 (P26(a2,x2301,f25(a2,x2301,f23(a2)))), 2.79/2.98 inference(equality_inference,[],[144])). 2.79/2.98 cnf(233,plain, 2.79/2.98 (P26(a2,f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f25(a2,f1(a2),f23(a2)))), 2.79/2.98 inference(scs_inference,[],[95,144])). 2.79/2.98 cnf(234,plain, 2.79/2.98 (P26(a2,x2341,f25(a2,x2342,f23(a2)))+~E(x2341,x2342)), 2.79/2.98 inference(rename_variables,[],[144])). 2.79/2.98 cnf(235,plain, 2.79/2.98 (P26(a2,f25(a2,x2351,a3),f25(a2,x2351,f23(a2)))), 2.79/2.98 inference(scs_inference,[],[95,67,144,234])). 2.79/2.98 cnf(236,plain, 2.79/2.98 (P26(a2,x2361,f25(a2,x2362,f23(a2)))+~E(x2361,x2362)), 2.79/2.98 inference(rename_variables,[],[144])). 2.79/2.98 cnf(238,plain, 2.79/2.98 (P26(a2,x2381,f25(a2,x2382,f23(a2)))+~E(x2381,x2382)), 2.79/2.98 inference(rename_variables,[],[144])). 2.79/2.98 cnf(239,plain, 2.79/2.98 (P26(a2,f25(a2,x2391,x2392),f25(a2,f25(a2,x2392,x2391),f23(a2)))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,144,234,236,238])). 2.79/2.98 cnf(240,plain, 2.79/2.98 (E(f1(a2),f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,144,234,236,238,2])). 2.79/2.98 cnf(241,plain, 2.79/2.98 (~E(x2411,x2412)+E(x2412,x2411)), 2.79/2.98 inference(rename_variables,[],[2])). 2.79/2.98 cnf(242,plain, 2.79/2.98 (~E(f23(a2),f1(a2))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,144,234,236,238,2,241])). 2.79/2.98 cnf(243,plain, 2.79/2.98 (~E(x2431,x2432)+E(x2432,x2431)), 2.79/2.98 inference(rename_variables,[],[2])). 2.79/2.98 cnf(244,plain, 2.79/2.98 (~E(f25(a2,x2441,x2441),f25(a2,f25(a2,f23(a2),x2442),x2442))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,144,234,236,238,2,241,243])). 2.79/2.98 cnf(245,plain, 2.79/2.98 (~E(x2451,x2452)+E(x2452,x2451)), 2.79/2.98 inference(rename_variables,[],[2])). 2.79/2.98 cnf(246,plain, 2.79/2.98 (~E(f1(a2),f25(a2,f25(a2,f23(a2),x2461),x2461))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245])). 2.79/2.98 cnf(247,plain, 2.79/2.98 (E(f1(f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))),f1(f1(a2)))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245,4])). 2.79/2.98 cnf(248,plain, 2.79/2.98 (E(f1(x2481),f1(x2482))+~E(x2481,x2482)), 2.79/2.98 inference(rename_variables,[],[4])). 2.79/2.98 cnf(250,plain, 2.79/2.98 (E(f1(x2501),f1(x2502))+~E(x2501,x2502)), 2.79/2.98 inference(rename_variables,[],[4])). 2.79/2.98 cnf(252,plain, 2.79/2.98 (E(f1(x2521),f1(x2522))+~E(x2521,x2522)), 2.79/2.98 inference(rename_variables,[],[4])). 2.79/2.98 cnf(255,plain, 2.79/2.98 (E(f18(x2551,x2552),f18(x2553,x2552))+~E(x2551,x2553)), 2.79/2.98 inference(rename_variables,[],[5])). 2.79/2.98 cnf(256,plain, 2.79/2.98 (E(f18(f25(a2,x2561,a3),x2562),f18(x2561,x2562))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245,4,248,250,252,5,255])). 2.79/2.98 cnf(257,plain, 2.79/2.98 (E(f18(x2571,x2572),f18(x2573,x2572))+~E(x2571,x2573)), 2.79/2.98 inference(rename_variables,[],[5])). 2.79/2.98 cnf(259,plain, 2.79/2.98 (E(f18(x2591,x2592),f18(x2593,x2592))+~E(x2591,x2593)), 2.79/2.98 inference(rename_variables,[],[5])). 2.79/2.98 cnf(262,plain, 2.79/2.98 (E(f18(x2621,x2622),f18(x2621,x2623))+~E(x2622,x2623)), 2.79/2.98 inference(rename_variables,[],[6])). 2.79/2.98 cnf(264,plain, 2.79/2.98 (E(f18(x2641,x2642),f18(x2641,x2643))+~E(x2642,x2643)), 2.79/2.98 inference(rename_variables,[],[6])). 2.79/2.98 cnf(266,plain, 2.79/2.98 (E(f18(x2661,x2662),f18(x2661,x2663))+~E(x2662,x2663)), 2.79/2.98 inference(rename_variables,[],[6])). 2.79/2.98 cnf(268,plain, 2.79/2.98 (E(f23(f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))),f23(f1(a2)))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7])). 2.79/2.98 cnf(269,plain, 2.79/2.98 (E(f23(x2691),f23(x2692))+~E(x2691,x2692)), 2.79/2.98 inference(rename_variables,[],[7])). 2.79/2.98 cnf(271,plain, 2.79/2.98 (E(f23(x2711),f23(x2712))+~E(x2711,x2712)), 2.79/2.98 inference(rename_variables,[],[7])). 2.79/2.98 cnf(273,plain, 2.79/2.98 (E(f23(x2731),f23(x2732))+~E(x2731,x2732)), 2.79/2.98 inference(rename_variables,[],[7])). 2.79/2.98 cnf(276,plain, 2.79/2.98 (E(f25(x2761,x2762,x2763),f25(x2764,x2762,x2763))+~E(x2761,x2764)), 2.79/2.98 inference(rename_variables,[],[8])). 2.79/2.98 cnf(277,plain, 2.79/2.98 (E(f25(f25(a2,x2771,a3),x2772,x2773),f25(x2771,x2772,x2773))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276])). 2.79/2.98 cnf(278,plain, 2.79/2.98 (E(f25(x2781,x2782,x2783),f25(x2784,x2782,x2783))+~E(x2781,x2784)), 2.79/2.98 inference(rename_variables,[],[8])). 2.79/2.98 cnf(279,plain, 2.79/2.98 (E(f25(f25(a2,a3,x2791),x2792,x2793),f25(x2791,x2792,x2793))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278])). 2.79/2.98 cnf(280,plain, 2.79/2.98 (E(f25(x2801,x2802,x2803),f25(x2804,x2802,x2803))+~E(x2801,x2804)), 2.79/2.98 inference(rename_variables,[],[8])). 2.79/2.98 cnf(282,plain, 2.79/2.98 (~E(f25(a2,f23(a2),x2821),x2821)), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9])). 2.79/2.98 cnf(283,plain, 2.79/2.98 (E(f25(x2831,x2832,x2833),f25(x2831,x2834,x2833))+~E(x2832,x2834)), 2.79/2.98 inference(rename_variables,[],[9])). 2.79/2.98 cnf(285,plain, 2.79/2.98 (E(f25(x2851,x2852,x2853),f25(x2851,x2854,x2853))+~E(x2852,x2854)), 2.79/2.98 inference(rename_variables,[],[9])). 2.79/2.98 cnf(286,plain, 2.79/2.98 (E(f25(x2861,f25(a2,x2862,a3),x2863),f25(x2861,x2862,x2863))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285])). 2.79/2.98 cnf(287,plain, 2.79/2.98 (E(f25(x2871,x2872,x2873),f25(x2871,x2874,x2873))+~E(x2872,x2874)), 2.79/2.98 inference(rename_variables,[],[9])). 2.79/2.98 cnf(290,plain, 2.79/2.98 (E(f25(x2901,x2902,x2903),f25(x2901,x2902,x2904))+~E(x2903,x2904)), 2.79/2.98 inference(rename_variables,[],[10])). 2.79/2.98 cnf(292,plain, 2.79/2.98 (E(f25(x2921,x2922,x2923),f25(x2921,x2922,x2924))+~E(x2923,x2924)), 2.79/2.98 inference(rename_variables,[],[10])). 2.79/2.98 cnf(294,plain, 2.79/2.98 (E(f25(x2941,x2942,x2943),f25(x2941,x2942,x2944))+~E(x2943,x2944)), 2.79/2.98 inference(rename_variables,[],[10])). 2.79/2.98 cnf(297,plain, 2.79/2.98 (E(f21(x2971,x2972),f21(x2973,x2972))+~E(x2971,x2973)), 2.79/2.98 inference(rename_variables,[],[11])). 2.79/2.98 cnf(299,plain, 2.79/2.98 (E(f21(x2991,x2992),f21(x2993,x2992))+~E(x2991,x2993)), 2.79/2.98 inference(rename_variables,[],[11])). 2.79/2.98 cnf(301,plain, 2.79/2.98 (E(f21(x3011,x3012),f21(x3013,x3012))+~E(x3011,x3013)), 2.79/2.98 inference(rename_variables,[],[11])). 2.79/2.98 cnf(304,plain, 2.79/2.98 (E(f21(x3041,x3042),f21(x3041,x3043))+~E(x3042,x3043)), 2.79/2.98 inference(rename_variables,[],[12])). 2.79/2.98 cnf(306,plain, 2.79/2.98 (E(f21(x3061,x3062),f21(x3061,x3063))+~E(x3062,x3063)), 2.79/2.98 inference(rename_variables,[],[12])). 2.79/2.98 cnf(308,plain, 2.79/2.98 (E(f21(x3081,x3082),f21(x3081,x3083))+~E(x3082,x3083)), 2.79/2.98 inference(rename_variables,[],[12])). 2.79/2.98 cnf(311,plain, 2.79/2.98 (E(f27(x3111,x3112,x3113),f27(x3114,x3112,x3113))+~E(x3111,x3114)), 2.79/2.98 inference(rename_variables,[],[13])). 2.79/2.98 cnf(312,plain, 2.79/2.98 (E(f27(f25(a2,x3121,a3),x3122,x3123),f27(x3121,x3122,x3123))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,97,105,103,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311])). 2.79/2.98 cnf(313,plain, 2.79/2.98 (E(f27(x3131,x3132,x3133),f27(x3134,x3132,x3133))+~E(x3131,x3134)), 2.79/2.98 inference(rename_variables,[],[13])). 2.79/2.98 cnf(315,plain, 2.79/2.98 (E(f27(x3151,x3152,x3153),f27(x3154,x3152,x3153))+~E(x3151,x3154)), 2.79/2.98 inference(rename_variables,[],[13])). 2.79/2.98 cnf(318,plain, 2.79/2.98 (E(f27(x3181,x3182,x3183),f27(x3181,x3184,x3183))+~E(x3182,x3184)), 2.79/2.98 inference(rename_variables,[],[14])). 2.79/2.98 cnf(320,plain, 2.79/2.98 (E(f27(x3201,x3202,x3203),f27(x3201,x3204,x3203))+~E(x3202,x3204)), 2.79/2.98 inference(rename_variables,[],[14])). 2.79/2.98 cnf(322,plain, 2.79/2.98 (E(f27(x3221,x3222,x3223),f27(x3221,x3224,x3223))+~E(x3222,x3224)), 2.79/2.98 inference(rename_variables,[],[14])). 2.79/2.98 cnf(325,plain, 2.79/2.98 (E(f27(x3251,x3252,x3253),f27(x3251,x3252,x3254))+~E(x3253,x3254)), 2.79/2.98 inference(rename_variables,[],[15])). 2.79/2.98 cnf(327,plain, 2.79/2.98 (E(f27(x3271,x3272,x3273),f27(x3271,x3272,x3274))+~E(x3273,x3274)), 2.79/2.98 inference(rename_variables,[],[15])). 2.79/2.98 cnf(329,plain, 2.79/2.98 (E(f27(x3291,x3292,x3293),f27(x3291,x3292,x3294))+~E(x3293,x3294)), 2.79/2.98 inference(rename_variables,[],[15])). 2.79/2.98 cnf(332,plain, 2.79/2.98 (E(f22(x3321,x3322),f22(x3323,x3322))+~E(x3321,x3323)), 2.79/2.98 inference(rename_variables,[],[16])). 2.79/2.98 cnf(334,plain, 2.79/2.98 (E(f22(x3341,x3342),f22(x3343,x3342))+~E(x3341,x3343)), 2.79/2.98 inference(rename_variables,[],[16])). 2.79/2.98 cnf(336,plain, 2.79/2.98 (E(f22(x3361,x3362),f22(x3363,x3362))+~E(x3361,x3363)), 2.79/2.98 inference(rename_variables,[],[16])). 2.79/2.98 cnf(339,plain, 2.79/2.98 (E(f22(x3391,x3392),f22(x3391,x3393))+~E(x3392,x3393)), 2.79/2.98 inference(rename_variables,[],[17])). 2.79/2.98 cnf(341,plain, 2.79/2.98 (E(f22(x3411,x3412),f22(x3411,x3413))+~E(x3412,x3413)), 2.79/2.98 inference(rename_variables,[],[17])). 2.79/2.98 cnf(343,plain, 2.79/2.98 (E(f22(x3431,x3432),f22(x3431,x3433))+~E(x3432,x3433)), 2.79/2.98 inference(rename_variables,[],[17])). 2.79/2.98 cnf(346,plain, 2.79/2.98 (E(f24(x3461),f24(x3462))+~E(x3461,x3462)), 2.79/2.98 inference(rename_variables,[],[18])). 2.79/2.98 cnf(348,plain, 2.79/2.98 (E(f24(x3481),f24(x3482))+~E(x3481,x3482)), 2.79/2.98 inference(rename_variables,[],[18])). 2.79/2.98 cnf(350,plain, 2.79/2.98 (E(f24(x3501),f24(x3502))+~E(x3501,x3502)), 2.79/2.98 inference(rename_variables,[],[18])). 2.79/2.98 cnf(355,plain, 2.79/2.98 (~E(f22(a2,x3551),f22(a2,x3552))+E(x3551,x3552)), 2.79/2.98 inference(rename_variables,[],[114])). 2.79/2.98 cnf(357,plain, 2.79/2.98 (~E(f22(a2,x3571),f22(a2,x3572))+E(x3571,x3572)), 2.79/2.98 inference(rename_variables,[],[114])). 2.79/2.98 cnf(359,plain, 2.79/2.98 (~E(f22(a2,x3591),f22(a2,x3592))+E(x3591,x3592)), 2.79/2.98 inference(rename_variables,[],[114])). 2.79/2.98 cnf(361,plain, 2.79/2.98 (E(f25(a2,f25(a2,a3,a3),f25(a2,a3,a3)),a3)), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,55,97,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116])). 2.79/2.98 cnf(362,plain, 2.79/2.98 (E(f25(a2,x3621,x3621),a3)+~E(x3621,a3)), 2.79/2.98 inference(rename_variables,[],[116])). 2.79/2.98 cnf(364,plain, 2.79/2.98 (E(f25(a2,x3641,x3641),a3)+~E(x3641,a3)), 2.79/2.98 inference(rename_variables,[],[116])). 2.79/2.98 cnf(366,plain, 2.79/2.98 (E(f25(a2,x3661,x3661),a3)+~E(x3661,a3)), 2.79/2.98 inference(rename_variables,[],[116])). 2.79/2.98 cnf(368,plain, 2.79/2.98 (E(f22(a2,f18(a6,x3681)),f22(a2,x3681))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,44,55,97,72,73,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118])). 2.79/2.98 cnf(369,plain, 2.79/2.98 (E(f22(x3691,f18(a6,x3692)),f22(x3691,x3692))+~P10(x3691)), 2.79/2.98 inference(rename_variables,[],[118])). 2.79/2.98 cnf(373,plain, 2.79/2.98 (E(f21(x3731,f18(a2,x3732)),f21(x3731,x3732))+~P8(x3731)), 2.79/2.98 inference(rename_variables,[],[119])). 2.79/2.98 cnf(377,plain, 2.79/2.98 (E(f21(x3771,f22(a2,x3772)),f22(x3771,x3772))+~P10(x3771)), 2.79/2.98 inference(rename_variables,[],[120])). 2.79/2.98 cnf(381,plain, 2.79/2.98 (E(f18(x3811,f22(x3811,x3812)),f22(x3811,x3812))+~P10(x3811)), 2.79/2.98 inference(rename_variables,[],[122])). 2.79/2.98 cnf(385,plain, 2.79/2.98 (E(f18(x3851,f21(x3851,x3852)),f21(x3851,x3852))+~P8(x3851)), 2.79/2.98 inference(rename_variables,[],[123])). 2.79/2.98 cnf(388,plain, 2.79/2.98 (~E(f25(a2,f25(a2,f25(a2,f23(a2),x3881),x3881),f25(a2,f25(a2,f23(a2),x3881),x3881)),a3)), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,44,45,55,97,72,73,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124])). 2.79/2.98 cnf(389,plain, 2.79/2.98 (~E(f25(a2,x3891,x3891),a3)+E(x3891,a3)), 2.79/2.98 inference(rename_variables,[],[124])). 2.79/2.98 cnf(391,plain, 2.79/2.98 (~E(f25(a2,x3911,x3911),a3)+E(x3911,a3)), 2.79/2.98 inference(rename_variables,[],[124])). 2.79/2.98 cnf(392,plain, 2.79/2.98 (~E(f25(a2,f25(a2,f25(a2,f25(a2,f23(a2),x3921),x3921),f25(a2,f25(a2,f23(a2),x3921),x3921)),f25(a2,f25(a2,f25(a2,f23(a2),x3921),x3921),f25(a2,f25(a2,f23(a2),x3921),x3921))),a3)), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,44,45,55,97,72,73,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391])). 2.79/2.98 cnf(393,plain, 2.79/2.98 (~E(f25(a2,x3931,x3931),a3)+E(x3931,a3)), 2.79/2.98 inference(rename_variables,[],[124])). 2.79/2.98 cnf(394,plain, 2.79/2.98 (~E(f25(a2,f25(a2,f25(a2,f23(a2),a3),f25(a2,f23(a2),a3)),f25(a2,f25(a2,f23(a2),a3),f25(a2,f23(a2),a3))),a3)), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,44,45,55,97,72,73,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393])). 2.79/2.98 cnf(396,plain, 2.79/2.98 (~E(f25(a2,x3961,x3961),a3)+E(a3,x3961)), 2.79/2.98 inference(rename_variables,[],[125])). 2.79/2.98 cnf(398,plain, 2.79/2.98 (~E(f25(a2,x3981,x3981),a3)+E(a3,x3981)), 2.79/2.98 inference(rename_variables,[],[125])). 2.79/2.98 cnf(400,plain, 2.79/2.98 (~E(f25(a2,x4001,x4001),a3)+E(a3,x4001)), 2.79/2.98 inference(rename_variables,[],[125])). 2.79/2.98 cnf(404,plain, 2.79/2.98 (E(f25(a2,f21(a2,a3),x4041),f18(a2,x4041))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,43,44,45,55,97,72,73,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128])). 2.79/2.98 cnf(411,plain, 2.79/2.98 (E(f25(x4111,f18(x4111,x4112),x4113),f25(x4111,x4112,x4113))+~P10(x4111)), 2.79/2.98 inference(rename_variables,[],[135])). 2.79/2.98 cnf(415,plain, 2.79/2.98 (P26(a6,x4151,f18(a6,x4152))+~P26(a6,x4151,x4152)), 2.79/2.98 inference(rename_variables,[],[140])). 2.79/2.98 cnf(417,plain, 2.79/2.98 (P26(a6,x4171,f18(a6,x4172))+~P26(a6,x4171,x4172)), 2.79/2.98 inference(rename_variables,[],[140])). 2.79/2.98 cnf(419,plain, 2.79/2.98 (P26(a6,x4191,f18(a6,x4192))+~P26(a6,x4191,x4192)), 2.79/2.98 inference(rename_variables,[],[140])). 2.79/2.98 cnf(420,plain, 2.79/2.98 (P26(a6,f1(a6),f18(a6,f18(a6,f18(a6,f18(a6,a20)))))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,43,44,45,55,97,72,73,71,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419])). 2.79/2.98 cnf(421,plain, 2.79/2.98 (P26(a6,f18(a6,f1(a6)),a20)), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,43,44,45,55,97,72,73,71,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141])). 2.79/2.98 cnf(422,plain, 2.79/2.98 (P26(a6,f18(a6,x4221),x4222)+~P26(a6,x4221,x4222)), 2.79/2.98 inference(rename_variables,[],[141])). 2.79/2.98 cnf(423,plain, 2.79/2.98 (P26(a6,f18(a6,f1(a6)),f18(a6,a20))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,43,44,45,55,97,72,73,71,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422])). 2.79/2.98 cnf(424,plain, 2.79/2.98 (P26(a6,f18(a6,x4241),x4242)+~P26(a6,x4241,x4242)), 2.79/2.98 inference(rename_variables,[],[141])). 2.79/2.98 cnf(425,plain, 2.79/2.98 (P26(a6,f18(a6,f1(a6)),f18(a6,f18(a6,a20)))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,43,44,45,55,97,72,73,71,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424])). 2.79/2.98 cnf(426,plain, 2.79/2.98 (P26(a6,f18(a6,x4261),x4262)+~P26(a6,x4261,x4262)), 2.79/2.98 inference(rename_variables,[],[141])). 2.79/2.98 cnf(427,plain, 2.79/2.98 (P26(a6,f18(a6,f1(a6)),f18(a6,f18(a6,f18(a6,a20))))), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,43,44,45,55,97,72,73,71,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426])). 2.79/2.98 cnf(428,plain, 2.79/2.98 (E(f18(a2,x4281),x4281)), 2.79/2.98 inference(scs_inference,[],[95,67,68,75,41,42,43,44,45,55,97,72,73,71,76,35,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145])). 2.79/2.98 cnf(429,plain, 2.79/2.98 (~E(f25(a2,x4291,x4291),f25(a2,x4292,x4292))+E(x4291,x4292)), 2.79/2.98 inference(rename_variables,[],[145])). 2.79/2.98 cnf(431,plain, 2.79/2.98 (~E(f25(a2,x4311,x4311),f25(a2,x4312,x4312))+E(x4311,x4312)), 2.79/2.98 inference(rename_variables,[],[145])). 2.79/2.98 cnf(433,plain, 2.79/2.98 (~E(f25(a2,x4331,x4331),f25(a2,x4332,x4332))+E(x4331,x4332)), 2.79/2.98 inference(rename_variables,[],[145])). 2.79/2.98 cnf(438,plain, 2.79/2.98 (P26(a2,f21(a2,x4381),f21(a2,x4382))+~P26(a2,x4381,x4382)), 2.79/2.98 inference(rename_variables,[],[156])). 2.79/2.98 cnf(440,plain, 2.79/2.98 (P26(a2,f21(a2,x4401),f21(a2,x4402))+~P26(a2,x4401,x4402)), 2.79/2.98 inference(rename_variables,[],[156])). 2.79/2.98 cnf(442,plain, 2.79/2.98 (P26(a2,f21(a2,x4421),f21(a2,x4422))+~P26(a2,x4421,x4422)), 2.79/2.98 inference(rename_variables,[],[156])). 2.79/2.98 cnf(445,plain, 2.79/2.98 (~P26(a2,f21(a2,x4451),f21(a2,x4452))+P26(a2,x4451,x4452)), 2.79/2.98 inference(rename_variables,[],[165])). 2.79/2.98 cnf(446,plain, 2.79/2.98 (~P26(a2,f21(a2,a3),f21(a2,a3))), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445])). 2.79/2.98 cnf(447,plain, 2.79/2.98 (~P26(a2,f21(a2,x4471),f21(a2,x4472))+P26(a2,x4471,x4472)), 2.79/2.98 inference(rename_variables,[],[165])). 2.79/2.98 cnf(449,plain, 2.79/2.98 (~P26(a2,f21(a2,x4491),f21(a2,x4492))+P26(a2,x4491,x4492)), 2.79/2.98 inference(rename_variables,[],[165])). 2.79/2.98 cnf(452,plain, 2.79/2.98 (P26(a2,a3,f25(a2,x4521,x4521))+~P26(a2,a3,x4521)), 2.79/2.98 inference(rename_variables,[],[169])). 2.79/2.98 cnf(454,plain, 2.79/2.98 (P26(a2,a3,f25(a2,x4541,x4541))+~P26(a2,a3,x4541)), 2.79/2.98 inference(rename_variables,[],[169])). 2.79/2.98 cnf(458,plain, 2.79/2.98 (P26(a2,x4581,f25(a2,x4582,f23(a2)))+~P26(a2,x4581,x4582)), 2.79/2.98 inference(rename_variables,[],[172])). 2.79/2.98 cnf(460,plain, 2.79/2.98 (P26(a2,x4601,f25(a2,x4602,f23(a2)))+~P26(a2,x4601,x4602)), 2.79/2.98 inference(rename_variables,[],[172])). 2.79/2.98 cnf(462,plain, 2.79/2.98 (P26(a2,x4621,f25(a2,x4622,f23(a2)))+~P26(a2,x4621,x4622)), 2.79/2.98 inference(rename_variables,[],[172])). 2.79/2.98 cnf(465,plain, 2.79/2.98 (~P26(a2,f25(a2,x4651,x4651),a3)+P26(a2,x4651,a3)), 2.79/2.98 inference(rename_variables,[],[175])). 2.79/2.98 cnf(467,plain, 2.79/2.98 (~P26(a2,f25(a2,x4671,x4671),a3)+P26(a2,x4671,a3)), 2.79/2.98 inference(rename_variables,[],[175])). 2.79/2.98 cnf(469,plain, 2.79/2.98 (~P26(a2,f25(a2,x4691,x4691),a3)+P26(a2,x4691,a3)), 2.79/2.98 inference(rename_variables,[],[175])). 2.79/2.98 cnf(471,plain, 2.79/2.98 (~P26(a2,a3,f25(a2,a3,a3))), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176])). 2.79/2.98 cnf(472,plain, 2.79/2.98 (~P26(a2,a3,f25(a2,x4721,x4721))+P26(a2,a3,x4721)), 2.79/2.98 inference(rename_variables,[],[176])). 2.79/2.98 cnf(474,plain, 2.79/2.98 (~P26(a2,a3,f25(a2,x4741,x4741))+P26(a2,a3,x4741)), 2.79/2.98 inference(rename_variables,[],[176])). 2.79/2.98 cnf(475,plain, 2.79/2.98 (~P26(a2,a3,f25(a2,f25(a2,a3,a3),f25(a2,a3,a3)))), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474])). 2.79/2.98 cnf(476,plain, 2.79/2.98 (~P26(a2,a3,f25(a2,x4761,x4761))+P26(a2,a3,x4761)), 2.79/2.98 inference(rename_variables,[],[176])). 2.79/2.98 cnf(477,plain, 2.79/2.98 (~P26(a2,a3,f25(a2,f25(a2,f1(a2),f1(a2)),f25(a2,f1(a2),f1(a2))))), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476])). 2.79/2.98 cnf(479,plain, 2.79/2.98 (~P26(a2,f25(a2,x4791,x4791),f1(a2))+P26(a2,x4791,f1(a2))), 2.79/2.98 inference(rename_variables,[],[177])). 2.79/2.98 cnf(480,plain, 2.79/2.98 (~P26(a2,f25(a2,a3,a3),f1(a2))), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479])). 2.79/2.98 cnf(481,plain, 2.79/2.98 (~P26(a2,f25(a2,x4811,x4811),f1(a2))+P26(a2,x4811,f1(a2))), 2.79/2.98 inference(rename_variables,[],[177])). 2.79/2.98 cnf(483,plain, 2.79/2.98 (~P26(a2,f25(a2,x4831,x4831),f1(a2))+P26(a2,x4831,f1(a2))), 2.79/2.98 inference(rename_variables,[],[177])). 2.79/2.98 cnf(484,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,a3,a3),f25(a2,a3,a3)),f1(a2))), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483])). 2.79/2.98 cnf(486,plain, 2.79/2.98 (P26(a2,f25(a2,x4861,x4862),f25(a2,x4863,x4862))+~P26(a2,x4861,x4863)), 2.79/2.98 inference(rename_variables,[],[183])). 2.79/2.98 cnf(488,plain, 2.79/2.98 (P26(a2,f25(a2,x4881,x4882),f25(a2,x4883,x4882))+~P26(a2,x4881,x4883)), 2.79/2.98 inference(rename_variables,[],[183])). 2.79/2.98 cnf(490,plain, 2.79/2.98 (P26(a2,f25(a2,x4901,x4902),f25(a2,x4903,x4902))+~P26(a2,x4901,x4903)), 2.79/2.98 inference(rename_variables,[],[183])). 2.79/2.98 cnf(493,plain, 2.79/2.98 (P26(a2,f25(a2,x4931,x4931),f25(a2,x4932,x4932))+~P26(a2,x4931,x4932)), 2.79/2.98 inference(rename_variables,[],[185])). 2.79/2.98 cnf(495,plain, 2.79/2.98 (P26(a2,f25(a2,x4951,x4951),f25(a2,x4952,x4952))+~P26(a2,x4951,x4952)), 2.79/2.98 inference(rename_variables,[],[185])). 2.79/2.98 cnf(497,plain, 2.79/2.98 (P26(a2,f25(a2,x4971,x4971),f25(a2,x4972,x4972))+~P26(a2,x4971,x4972)), 2.79/2.98 inference(rename_variables,[],[185])). 2.79/2.98 cnf(500,plain, 2.79/2.98 (~P26(a2,f25(a2,x5001,x5001),f25(a2,x5002,x5002))+P26(a2,x5001,x5002)), 2.79/2.98 inference(rename_variables,[],[188])). 2.79/2.98 cnf(502,plain, 2.79/2.98 (~P26(a2,f25(a2,x5021,x5021),f25(a2,x5022,x5022))+P26(a2,x5021,x5022)), 2.79/2.98 inference(rename_variables,[],[188])). 2.79/2.98 cnf(504,plain, 2.79/2.98 (~P26(a2,f25(a2,x5041,x5041),f25(a2,x5042,x5042))+P26(a2,x5041,x5042)), 2.79/2.98 inference(rename_variables,[],[188])). 2.79/2.98 cnf(507,plain, 2.79/2.98 (~E(f25(a2,f25(a2,f23(a2),x5071),x5071),f25(a2,f25(a2,f23(a2),x5072),x5072))+E(x5071,x5072)), 2.79/2.98 inference(rename_variables,[],[191])). 2.79/2.98 cnf(509,plain, 2.79/2.98 (~E(f25(a2,f25(a2,f23(a2),x5091),x5091),f25(a2,f25(a2,f23(a2),x5092),x5092))+E(x5091,x5092)), 2.79/2.98 inference(rename_variables,[],[191])). 2.79/2.98 cnf(511,plain, 2.79/2.98 (~E(f25(a2,f25(a2,f23(a2),x5111),x5111),f25(a2,f25(a2,f23(a2),x5112),x5112))+E(x5111,x5112)), 2.79/2.98 inference(rename_variables,[],[191])). 2.79/2.98 cnf(516,plain, 2.79/2.98 (P26(a2,f25(a2,f25(a2,f23(a2),x5161),x5161),f25(a2,x5162,x5162))+~P26(a2,x5161,x5162)), 2.79/2.98 inference(rename_variables,[],[196])). 2.79/2.98 cnf(518,plain, 2.79/2.98 (P26(a2,f25(a2,f25(a2,f23(a2),x5181),x5181),f25(a2,x5182,x5182))+~P26(a2,x5181,x5182)), 2.79/2.98 inference(rename_variables,[],[196])). 2.79/2.98 cnf(520,plain, 2.79/2.98 (P26(a2,f25(a2,f25(a2,f23(a2),x5201),x5201),f25(a2,x5202,x5202))+~P26(a2,x5201,x5202)), 2.79/2.98 inference(rename_variables,[],[196])). 2.79/2.98 cnf(522,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),a3)), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197])). 2.79/2.98 cnf(523,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),x5231),x5231),a3)+P26(a2,x5231,a3)), 2.79/2.98 inference(rename_variables,[],[197])). 2.79/2.98 cnf(524,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),f25(a2,a3,a3)),f25(a2,a3,a3)),a3)), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523])). 2.79/2.98 cnf(525,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),x5251),x5251),a3)+P26(a2,x5251,a3)), 2.79/2.98 inference(rename_variables,[],[197])). 2.79/2.98 cnf(526,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),f25(a2,f25(a2,a3,a3),f25(a2,a3,a3))),f25(a2,f25(a2,a3,a3),f25(a2,a3,a3))),a3)), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525])). 2.79/2.98 cnf(527,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),x5271),x5271),a3)+P26(a2,x5271,a3)), 2.79/2.98 inference(rename_variables,[],[197])). 2.79/2.98 cnf(530,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),x5301),x5301),f1(a2))+P26(a2,x5301,f1(a2))), 2.79/2.98 inference(rename_variables,[],[199])). 2.79/2.98 cnf(531,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),f1(a2))), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530])). 2.79/2.98 cnf(532,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),x5321),x5321),f1(a2))+P26(a2,x5321,f1(a2))), 2.79/2.98 inference(rename_variables,[],[199])). 2.79/2.98 cnf(534,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),x5341),x5341),f1(a2))+P26(a2,x5341,f1(a2))), 2.79/2.98 inference(rename_variables,[],[199])). 2.79/2.98 cnf(535,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),f25(a2,a3,a3)),f25(a2,a3,a3)),f1(a2))), 2.79/2.98 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534])). 2.79/2.98 cnf(537,plain, 2.79/2.98 (P26(a2,f25(a2,f25(a2,f23(a2),x5371),x5371),f25(a2,f25(a2,f23(a2),x5372),x5372))+~P26(a2,x5371,x5372)), 2.79/2.98 inference(rename_variables,[],[203])). 2.79/2.98 cnf(539,plain, 2.79/2.98 (P26(a2,f25(a2,f25(a2,f23(a2),x5391),x5391),f25(a2,f25(a2,f23(a2),x5392),x5392))+~P26(a2,x5391,x5392)), 2.79/2.98 inference(rename_variables,[],[203])). 2.79/2.98 cnf(541,plain, 2.79/2.98 (P26(a2,f25(a2,f25(a2,f23(a2),x5411),x5411),f25(a2,f25(a2,f23(a2),x5412),x5412))+~P26(a2,x5411,x5412)), 2.79/2.98 inference(rename_variables,[],[203])). 2.79/2.98 cnf(544,plain, 2.79/2.98 (~P26(a2,f25(a2,f25(a2,f23(a2),x5441),x5441),f25(a2,x5442,x5442))+P26(a2,x5441,x5442)), 2.79/2.98 inference(rename_variables,[],[205])). 2.79/2.98 cnf(545,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,a3,a3))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544])). 2.79/2.99 cnf(546,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x5461),x5461),f25(a2,x5462,x5462))+P26(a2,x5461,x5462)), 2.79/2.99 inference(rename_variables,[],[205])). 2.79/2.99 cnf(547,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f1(a2),f1(a2)))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546])). 2.79/2.99 cnf(548,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x5481),x5481),f25(a2,x5482,x5482))+P26(a2,x5481,x5482)), 2.79/2.99 inference(rename_variables,[],[205])). 2.79/2.99 cnf(555,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x5551),x5551),f25(a2,f25(a2,f23(a2),x5552),x5552))+P26(a2,x5551,x5552)), 2.79/2.99 inference(rename_variables,[],[209])). 2.79/2.99 cnf(556,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,100,41,42,43,44,45,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555])). 2.79/2.99 cnf(557,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x5571),x5571),f25(a2,f25(a2,f23(a2),x5572),x5572))+P26(a2,x5571,x5572)), 2.79/2.99 inference(rename_variables,[],[209])). 2.79/2.99 cnf(559,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x5591),x5591),f25(a2,f25(a2,f23(a2),x5592),x5592))+P26(a2,x5591,x5592)), 2.79/2.99 inference(rename_variables,[],[209])). 2.79/2.99 cnf(566,plain, 2.79/2.99 (E(f27(x5661,f1(x5661),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f1(x5661))+~P14(x5661)), 2.79/2.99 inference(rename_variables,[],[212])). 2.79/2.99 cnf(570,plain, 2.79/2.99 (E(f27(x5701,f23(x5701),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f23(x5701))+~P14(x5701)), 2.79/2.99 inference(rename_variables,[],[213])). 2.79/2.99 cnf(573,plain, 2.79/2.99 (~P26(a2,f27(a2,x5731,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,100,36,41,42,43,44,45,52,53,55,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217])). 2.79/2.99 cnf(575,plain, 2.79/2.99 (E(f18(a2,f25(a2,f23(a2),f22(a2,a20))),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,100,36,41,42,43,44,45,52,53,55,56,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215])). 2.79/2.99 cnf(577,plain, 2.79/2.99 (~E(f25(a2,f25(a2,f23(a2),x5771),x5771),f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,100,36,41,42,43,44,45,52,53,55,56,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3])). 2.79/2.99 cnf(578,plain, 2.79/2.99 (~E(x5781,x5782)+E(x5783,x5782)+~E(x5783,x5781)), 2.79/2.99 inference(rename_variables,[],[3])). 2.79/2.99 cnf(579,plain, 2.79/2.99 (E(f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),a3)), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,100,36,41,42,43,44,45,52,53,55,56,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578])). 2.79/2.99 cnf(580,plain, 2.79/2.99 (~E(x5801,x5802)+E(x5803,x5802)+~E(x5803,x5801)), 2.79/2.99 inference(rename_variables,[],[3])). 2.79/2.99 cnf(582,plain, 2.79/2.99 (~E(x5821,x5822)+E(x5823,x5822)+~E(x5823,x5821)), 2.79/2.99 inference(rename_variables,[],[3])). 2.79/2.99 cnf(583,plain, 2.79/2.99 (E(f22(a2,f1(a6)),a3)), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,74,97,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582])). 2.79/2.99 cnf(585,plain, 2.79/2.99 (~P26(x5851,x5852,x5853)+P26(x5854,x5852,x5853)+~E(x5851,x5854)), 2.79/2.99 inference(rename_variables,[],[23])). 2.79/2.99 cnf(586,plain, 2.79/2.99 (~P26(f18(a2,f18(a2,a2)),f22(a2,x5861),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585])). 2.79/2.99 cnf(587,plain, 2.79/2.99 (~P26(x5871,x5872,x5873)+P26(x5874,x5872,x5873)+~E(x5871,x5874)), 2.79/2.99 inference(rename_variables,[],[23])). 2.79/2.99 cnf(589,plain, 2.79/2.99 (~P26(x5891,x5892,x5893)+P26(x5894,x5892,x5893)+~E(x5891,x5894)), 2.79/2.99 inference(rename_variables,[],[23])). 2.79/2.99 cnf(590,plain, 2.79/2.99 (~P26(f25(a2,f21(a2,a3),a2),f22(a2,x5901),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589])). 2.79/2.99 cnf(591,plain, 2.79/2.99 (P26(a2,a3,f23(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24])). 2.79/2.99 cnf(592,plain, 2.79/2.99 (~P26(x5921,x5922,x5923)+P26(x5921,x5924,x5923)+~E(x5922,x5924)), 2.79/2.99 inference(rename_variables,[],[24])). 2.79/2.99 cnf(593,plain, 2.79/2.99 (P26(a2,f1(a2),f21(a2,f25(a2,a3,f23(a2))))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592])). 2.79/2.99 cnf(594,plain, 2.79/2.99 (~P26(x5941,x5942,x5943)+P26(x5941,x5944,x5943)+~E(x5942,x5944)), 2.79/2.99 inference(rename_variables,[],[24])). 2.79/2.99 cnf(595,plain, 2.79/2.99 (P26(a2,a3,f25(a2,f23(a2),a3))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594])). 2.79/2.99 cnf(596,plain, 2.79/2.99 (~P26(x5961,x5962,x5963)+P26(x5961,x5964,x5963)+~E(x5962,x5964)), 2.79/2.99 inference(rename_variables,[],[24])). 2.79/2.99 cnf(597,plain, 2.79/2.99 (P26(a2,a3,f25(a2,f25(a2,a3,f23(a2)),f1(a2)))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596])). 2.79/2.99 cnf(598,plain, 2.79/2.99 (~E(f25(a2,a3,f23(a2)),a3)), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25])). 2.79/2.99 cnf(599,plain, 2.79/2.99 (~P26(x5991,x5992,x5993)+P26(x5991,x5992,x5994)+~E(x5993,x5994)), 2.79/2.99 inference(rename_variables,[],[25])). 2.79/2.99 cnf(600,plain, 2.79/2.99 (~P26(a2,f22(a2,x6001),f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599])). 2.79/2.99 cnf(601,plain, 2.79/2.99 (~P26(x6011,x6012,x6013)+P26(x6011,x6012,x6014)+~E(x6013,x6014)), 2.79/2.99 inference(rename_variables,[],[25])). 2.79/2.99 cnf(603,plain, 2.79/2.99 (~P26(x6031,x6032,x6033)+P26(x6031,x6032,x6034)+~E(x6033,x6034)), 2.79/2.99 inference(rename_variables,[],[25])). 2.79/2.99 cnf(604,plain, 2.79/2.99 (~P26(a2,f22(a2,x6041),f22(a2,f1(a6)))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603])). 2.79/2.99 cnf(612,plain, 2.79/2.99 (P26(a2,x6121,x6122)+P26(a2,x6122,x6121)+E(x6122,x6121)), 2.79/2.99 inference(rename_variables,[],[129])). 2.79/2.99 cnf(614,plain, 2.79/2.99 (P26(a2,x6141,x6142)+P26(a2,x6142,x6141)+E(x6142,x6141)), 2.79/2.99 inference(rename_variables,[],[129])). 2.79/2.99 cnf(616,plain, 2.79/2.99 (P26(a2,x6161,x6162)+P26(a2,x6162,x6161)+E(x6162,x6161)), 2.79/2.99 inference(rename_variables,[],[129])). 2.79/2.99 cnf(619,plain, 2.79/2.99 (E(f27(x6191,x6192,f18(a6,x6193)),f27(x6191,x6192,x6193))+~P7(x6191)+~P5(x6191)), 2.79/2.99 inference(rename_variables,[],[137])). 2.79/2.99 cnf(623,plain, 2.79/2.99 (E(f27(x6231,f18(x6231,x6232),x6233),f27(x6231,x6232,x6233))+~P7(x6231)+~P5(x6231)), 2.79/2.99 inference(rename_variables,[],[138])). 2.79/2.99 cnf(626,plain, 2.79/2.99 (P26(a2,a3,f18(a2,f25(a2,a3,f23(a2))))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148])). 2.79/2.99 cnf(627,plain, 2.79/2.99 (P26(x6271,x6272,f18(x6271,x6273))+~P4(x6271)+~P26(x6271,x6272,x6273)), 2.79/2.99 inference(rename_variables,[],[148])). 2.79/2.99 cnf(629,plain, 2.79/2.99 (P26(x6291,x6292,f18(x6291,x6293))+~P4(x6291)+~P26(x6291,x6292,x6293)), 2.79/2.99 inference(rename_variables,[],[148])). 2.79/2.99 cnf(631,plain, 2.79/2.99 (P26(x6311,x6312,f18(x6311,x6313))+~P4(x6311)+~P26(x6311,x6312,x6313)), 2.79/2.99 inference(rename_variables,[],[148])). 2.79/2.99 cnf(632,plain, 2.79/2.99 (P26(a2,f1(a2),f18(a2,f25(a2,f23(a2),f22(a2,a20))))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631])). 2.79/2.99 cnf(634,plain, 2.79/2.99 (P26(x6341,f18(x6341,x6342),x6343)+~P4(x6341)+~P26(x6341,x6342,x6343)), 2.79/2.99 inference(rename_variables,[],[149])). 2.79/2.99 cnf(636,plain, 2.79/2.99 (P26(x6361,f18(x6361,x6362),x6363)+~P4(x6361)+~P26(x6361,x6362,x6363)), 2.79/2.99 inference(rename_variables,[],[149])). 2.79/2.99 cnf(638,plain, 2.79/2.99 (P26(x6381,f18(x6381,x6382),x6383)+~P4(x6381)+~P26(x6381,x6382,x6383)), 2.79/2.99 inference(rename_variables,[],[149])). 2.79/2.99 cnf(641,plain, 2.79/2.99 (~P26(x6411,x6412,f18(x6411,x6413))+~P4(x6411)+P26(x6411,x6412,x6413)), 2.79/2.99 inference(rename_variables,[],[157])). 2.79/2.99 cnf(642,plain, 2.79/2.99 (~P26(a2,a3,f18(a2,a3))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641])). 2.79/2.99 cnf(643,plain, 2.79/2.99 (~P26(x6431,x6432,f18(x6431,x6433))+~P4(x6431)+P26(x6431,x6432,x6433)), 2.79/2.99 inference(rename_variables,[],[157])). 2.79/2.99 cnf(644,plain, 2.79/2.99 (~P26(a2,a3,f18(a2,f1(a2)))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643])). 2.79/2.99 cnf(645,plain, 2.79/2.99 (~P26(x6451,x6452,f18(x6451,x6453))+~P4(x6451)+P26(x6451,x6452,x6453)), 2.79/2.99 inference(rename_variables,[],[157])). 2.79/2.99 cnf(648,plain, 2.79/2.99 (~P26(x6481,f18(x6481,x6482),x6483)+~P4(x6481)+P26(x6481,x6482,x6483)), 2.79/2.99 inference(rename_variables,[],[158])). 2.79/2.99 cnf(649,plain, 2.79/2.99 (~P26(a2,f18(a2,a3),a3)), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648])). 2.79/2.99 cnf(650,plain, 2.79/2.99 (~P26(x6501,f18(x6501,x6502),x6503)+~P4(x6501)+P26(x6501,x6502,x6503)), 2.79/2.99 inference(rename_variables,[],[158])). 2.79/2.99 cnf(651,plain, 2.79/2.99 (~P26(a2,f18(a2,a3),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650])). 2.79/2.99 cnf(652,plain, 2.79/2.99 (~P26(x6521,f18(x6521,x6522),x6523)+~P4(x6521)+P26(x6521,x6522,x6523)), 2.79/2.99 inference(rename_variables,[],[158])). 2.79/2.99 cnf(657,plain, 2.79/2.99 (~P26(a2,x6571,f25(a2,x6572,f23(a2)))+P26(a2,x6571,x6572)+E(x6572,x6571)), 2.79/2.99 inference(rename_variables,[],[178])). 2.79/2.99 cnf(659,plain, 2.79/2.99 (~P26(a2,x6591,f25(a2,x6592,f23(a2)))+P26(a2,x6591,x6592)+E(x6592,x6591)), 2.79/2.99 inference(rename_variables,[],[178])). 2.79/2.99 cnf(663,plain, 2.79/2.99 (E(f25(a6,f21(a6,x6631),f21(a6,x6632)),f21(a6,f25(a2,x6631,x6632)))+P26(a2,x6632,a3)+P26(a2,x6631,a3)), 2.79/2.99 inference(rename_variables,[],[179])). 2.79/2.99 cnf(665,plain, 2.79/2.99 (E(f25(a6,f21(a6,x6651),f21(a6,x6652)),f21(a6,f25(a2,x6651,x6652)))+P26(a2,x6652,a3)+P26(a2,x6651,a3)), 2.79/2.99 inference(rename_variables,[],[179])). 2.79/2.99 cnf(667,plain, 2.79/2.99 (E(f25(a6,f21(a6,x6671),f21(a6,x6672)),f21(a6,f25(a2,x6671,x6672)))+P26(a2,x6672,a3)+P26(a2,x6671,a3)), 2.79/2.99 inference(rename_variables,[],[179])). 2.79/2.99 cnf(670,plain, 2.79/2.99 (P26(x6701,x6702,f1(x6701))+~P26(x6701,f25(x6701,x6702,x6702),f1(x6701))+~P4(x6701)), 2.79/2.99 inference(rename_variables,[],[180])). 2.79/2.99 cnf(671,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f25(a2,a3,a3),f25(a2,a3,a3)),f25(a2,f25(a2,a3,a3),f25(a2,a3,a3))),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670])). 2.79/2.99 cnf(672,plain, 2.79/2.99 (P26(x6721,x6722,f1(x6721))+~P26(x6721,f25(x6721,x6722,x6722),f1(x6721))+~P4(x6721)), 2.79/2.99 inference(rename_variables,[],[180])). 2.79/2.99 cnf(673,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f25(a2,f23(a2),f22(a2,x6731)),f22(a2,x6731)),f25(a2,f25(a2,f23(a2),f22(a2,x6731)),f22(a2,x6731))),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672])). 2.79/2.99 cnf(674,plain, 2.79/2.99 (P26(x6741,x6742,f1(x6741))+~P26(x6741,f25(x6741,x6742,x6742),f1(x6741))+~P4(x6741)), 2.79/2.99 inference(rename_variables,[],[180])). 2.79/2.99 cnf(675,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674])). 2.79/2.99 cnf(676,plain, 2.79/2.99 (~P26(a2,f1(a2),f27(a2,f1(a2),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218])). 2.79/2.99 cnf(677,plain, 2.79/2.99 (~P26(x6771,f1(x6771),f27(x6771,x6772,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))+~E(f18(x6771,x6772),f1(x6771))+~P4(x6771)), 2.79/2.99 inference(rename_variables,[],[218])). 2.79/2.99 cnf(678,plain, 2.79/2.99 (~P26(a2,f1(a2),f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,55,56,98,60,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677])). 2.79/2.99 cnf(681,plain, 2.79/2.99 (~E(f21(x6811,x6812),f21(x6811,x6813))+~P15(x6811)+~P9(x6811)+E(x6812,x6813)), 2.79/2.99 inference(rename_variables,[],[121])). 2.79/2.99 cnf(683,plain, 2.79/2.99 (~E(f21(x6831,x6832),f21(x6831,x6833))+~P15(x6831)+~P9(x6831)+E(x6832,x6833)), 2.79/2.99 inference(rename_variables,[],[121])). 2.79/2.99 cnf(685,plain, 2.79/2.99 (~E(f21(x6851,x6852),f21(x6851,x6853))+~P15(x6851)+~P9(x6851)+E(x6852,x6853)), 2.79/2.99 inference(rename_variables,[],[121])). 2.79/2.99 cnf(688,plain, 2.79/2.99 (E(f27(x6881,f1(x6881),f21(a6,x6882)),f23(x6881))+~E(f21(a6,x6882),f1(a6))+~P7(x6881)+~P5(x6881)), 2.79/2.99 inference(rename_variables,[],[132])). 2.79/2.99 cnf(692,plain, 2.79/2.99 (~P26(a2,a3,x6921)+P26(x6922,f1(x6922),f21(x6922,x6921))+~P9(x6922)+~P4(x6922)), 2.79/2.99 inference(rename_variables,[],[154])). 2.79/2.99 cnf(694,plain, 2.79/2.99 (~P26(a2,a3,x6941)+P26(x6942,f1(x6942),f21(x6942,x6941))+~P9(x6942)+~P4(x6942)), 2.79/2.99 inference(rename_variables,[],[154])). 2.79/2.99 cnf(696,plain, 2.79/2.99 (~P26(a2,a3,x6961)+P26(x6962,f1(x6962),f21(x6962,x6961))+~P9(x6962)+~P4(x6962)), 2.79/2.99 inference(rename_variables,[],[154])). 2.79/2.99 cnf(698,plain, 2.79/2.99 (~P26(a2,f21(a2,a3),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,54,55,56,98,60,62,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677,121,681,683,685,132,688,154,692,694,696,161])). 2.79/2.99 cnf(699,plain, 2.79/2.99 (P26(a2,x6991,a3)+~P26(x6992,f21(x6992,x6991),f1(x6992))+~P4(x6992)+~P9(x6992)), 2.79/2.99 inference(rename_variables,[],[161])). 2.79/2.99 cnf(700,plain, 2.79/2.99 (~P26(a2,f21(a2,f25(a2,a3,a3)),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,54,55,56,98,60,62,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677,121,681,683,685,132,688,154,692,694,696,161,699])). 2.79/2.99 cnf(701,plain, 2.79/2.99 (P26(a2,x7011,a3)+~P26(x7012,f21(x7012,x7011),f1(x7012))+~P4(x7012)+~P9(x7012)), 2.79/2.99 inference(rename_variables,[],[161])). 2.79/2.99 cnf(702,plain, 2.79/2.99 (~P26(a2,f21(a2,f25(a2,f25(a2,a3,a3),f25(a2,a3,a3))),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,54,55,56,98,60,62,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677,121,681,683,685,132,688,154,692,694,696,161,699,701])). 2.79/2.99 cnf(703,plain, 2.79/2.99 (P26(a2,x7031,a3)+~P26(x7032,f21(x7032,x7031),f1(x7032))+~P4(x7032)+~P9(x7032)), 2.79/2.99 inference(rename_variables,[],[161])). 2.79/2.99 cnf(705,plain, 2.79/2.99 (~P26(a2,f1(a2),f21(a2,a3))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,54,55,56,98,60,62,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677,121,681,683,685,132,688,154,692,694,696,161,699,701,703,162])). 2.79/2.99 cnf(706,plain, 2.79/2.99 (P26(a2,a3,x7061)+~P26(x7062,f1(x7062),f21(x7062,x7061))+~P4(x7062)+~P9(x7062)), 2.79/2.99 inference(rename_variables,[],[162])). 2.79/2.99 cnf(708,plain, 2.79/2.99 (P26(a2,a3,x7081)+~P26(x7082,f1(x7082),f21(x7082,x7081))+~P4(x7082)+~P9(x7082)), 2.79/2.99 inference(rename_variables,[],[162])). 2.79/2.99 cnf(710,plain, 2.79/2.99 (P26(a2,a3,x7101)+~P26(x7102,f1(x7102),f21(x7102,x7101))+~P4(x7102)+~P9(x7102)), 2.79/2.99 inference(rename_variables,[],[162])). 2.79/2.99 cnf(713,plain, 2.79/2.99 (P26(x7131,f21(x7131,x7132),f21(x7131,x7133))+~P26(a2,x7132,x7133)+~P9(x7131)+~P4(x7131)), 2.79/2.99 inference(rename_variables,[],[164])). 2.79/2.99 cnf(715,plain, 2.79/2.99 (P26(x7151,f21(x7151,x7152),f21(x7151,x7153))+~P26(a2,x7152,x7153)+~P9(x7151)+~P4(x7151)), 2.79/2.99 inference(rename_variables,[],[164])). 2.79/2.99 cnf(717,plain, 2.79/2.99 (P26(x7171,f21(x7171,x7172),f21(x7171,x7173))+~P26(a2,x7172,x7173)+~P9(x7171)+~P4(x7171)), 2.79/2.99 inference(rename_variables,[],[164])). 2.79/2.99 cnf(720,plain, 2.79/2.99 (P26(a2,x7201,x7202)+~P26(x7203,f21(x7203,x7201),f21(x7203,x7202))+~P4(x7203)+~P9(x7203)), 2.79/2.99 inference(rename_variables,[],[168])). 2.79/2.99 cnf(722,plain, 2.79/2.99 (P26(a2,x7221,x7222)+~P26(x7223,f21(x7223,x7221),f21(x7223,x7222))+~P4(x7223)+~P9(x7223)), 2.79/2.99 inference(rename_variables,[],[168])). 2.79/2.99 cnf(724,plain, 2.79/2.99 (P26(a2,x7241,x7242)+~P26(x7243,f21(x7243,x7241),f21(x7243,x7242))+~P4(x7243)+~P9(x7243)), 2.79/2.99 inference(rename_variables,[],[168])). 2.79/2.99 cnf(729,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),x7291)+~P26(x7292,f23(x7292),f21(x7292,x7291))+~P4(x7292)+~P9(x7292)), 2.79/2.99 inference(rename_variables,[],[193])). 2.79/2.99 cnf(731,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),x7311)+~P26(x7312,f23(x7312),f21(x7312,x7311))+~P4(x7312)+~P9(x7312)), 2.79/2.99 inference(rename_variables,[],[193])). 2.79/2.99 cnf(733,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),x7331)+~P26(x7332,f23(x7332),f21(x7332,x7331))+~P4(x7332)+~P9(x7332)), 2.79/2.99 inference(rename_variables,[],[193])). 2.79/2.99 cnf(736,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),a3),a3),x7361)+P26(x7362,f23(x7362),f21(x7362,x7361))+~P9(x7362)+~P4(x7362)), 2.79/2.99 inference(rename_variables,[],[200])). 2.79/2.99 cnf(740,plain, 2.79/2.99 (~P26(a2,x7401,f25(a2,f25(a2,f23(a2),a3),a3))+P26(x7402,f21(x7402,x7401),f23(x7402))+~P9(x7402)+~P4(x7402)), 2.79/2.99 inference(rename_variables,[],[201])). 2.79/2.99 cnf(743,plain, 2.79/2.99 (E(f25(a2,f27(a2,f1(a2),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(a2,f1(a2),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,54,55,56,98,60,62,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677,121,681,683,685,132,688,154,692,694,696,161,699,701,703,162,706,708,710,164,713,715,717,168,720,722,724,192,193,729,731,733,200,736,201,740,219])). 2.79/2.99 cnf(744,plain, 2.79/2.99 (E(f25(x7441,f27(x7441,x7442,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(x7441,x7443,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))),f1(x7441))+~E(f18(x7441,x7442),f1(x7441))+~E(f18(x7441,x7443),f1(x7441))+~P4(x7441)), 2.79/2.99 inference(rename_variables,[],[219])). 2.79/2.99 cnf(745,plain, 2.79/2.99 (E(f25(a2,f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f27(a2,f25(a2,f23(a2),f22(a2,a20)),f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))))),f1(a2))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,52,53,54,55,56,98,60,62,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677,121,681,683,685,132,688,154,692,694,696,161,699,701,703,162,706,708,710,164,713,715,717,168,720,722,724,192,193,729,731,733,200,736,201,740,219,744])). 2.79/2.99 cnf(747,plain, 2.79/2.99 (~E(f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3))),f1(a6))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,46,48,50,52,53,54,55,56,98,60,62,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677,121,681,683,685,132,688,154,692,694,696,161,699,701,703,162,706,708,710,164,713,715,717,168,720,722,724,192,193,729,731,733,200,736,201,740,219,744,151])). 2.79/2.99 cnf(748,plain, 2.79/2.99 (~E(f27(x7481,x7482,f21(a6,x7483)),f1(x7481))+~E(f21(a6,x7483),f1(a6))+~P11(x7481)+~P12(x7481)+~P13(x7481)+~P5(x7481)), 2.79/2.99 inference(rename_variables,[],[151])). 2.79/2.99 cnf(750,plain, 2.79/2.99 (~E(f27(x7501,x7502,f21(a6,x7503)),f1(x7501))+~E(f21(a6,x7503),f1(a6))+~P11(x7501)+~P12(x7501)+~P13(x7501)+~P5(x7501)), 2.79/2.99 inference(rename_variables,[],[151])). 2.79/2.99 cnf(751,plain, 2.79/2.99 (~E(f27(a6,x7511,f21(a6,a3)),f1(a6))), 2.79/2.99 inference(scs_inference,[],[95,230,67,68,75,63,100,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52,53,54,55,56,98,60,62,74,97,69,72,73,70,71,99,76,35,80,105,103,102,144,234,236,238,2,241,243,245,4,248,250,252,5,255,257,259,6,262,264,266,7,269,271,273,8,276,278,280,9,283,285,287,10,290,292,294,11,297,299,301,12,304,306,308,13,311,313,315,14,318,320,322,15,325,327,329,16,332,334,336,17,339,341,343,18,346,348,350,111,114,355,357,359,116,362,364,366,118,369,119,373,120,377,122,381,123,385,124,389,391,393,125,396,398,400,127,128,133,134,135,411,140,415,417,419,141,422,424,426,145,429,431,433,152,156,438,440,442,165,445,447,449,169,452,454,172,458,460,462,175,465,467,469,176,472,474,476,177,479,481,483,183,486,488,490,185,493,495,497,188,500,502,504,191,507,509,511,194,196,516,518,520,197,523,525,527,199,530,532,534,203,537,539,541,205,544,546,548,206,207,209,555,557,559,210,211,212,566,213,570,217,215,3,578,580,582,23,585,587,589,24,592,594,596,25,599,601,603,112,113,126,129,612,614,616,137,619,138,623,148,627,629,631,149,634,636,638,157,641,643,645,158,648,650,652,159,178,657,659,179,663,665,667,180,670,672,674,218,677,121,681,683,685,132,688,154,692,694,696,161,699,701,703,162,706,708,710,164,713,715,717,168,720,722,724,192,193,729,731,733,200,736,201,740,219,744,151,748,750])). 2.79/2.99 cnf(767,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),x7671),x7671),f25(a2,x7672,x7672))+~P26(a2,x7671,x7672)), 2.79/2.99 inference(rename_variables,[],[196])). 2.79/2.99 cnf(769,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),x7691),x7691),f25(a2,x7692,x7692))+~P26(a2,x7691,x7692)), 2.79/2.99 inference(rename_variables,[],[196])). 2.79/2.99 cnf(771,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),x7711),x7711),f25(a2,x7712,x7712))+~P26(a2,x7711,x7712)), 2.79/2.99 inference(rename_variables,[],[196])). 2.79/2.99 cnf(774,plain, 2.79/2.99 (E(f27(x7741,x7742,x7743),f27(x7741,x7744,x7743))+~E(x7742,x7744)), 2.79/2.99 inference(rename_variables,[],[14])). 2.79/2.99 cnf(776,plain, 2.79/2.99 (E(f27(x7761,x7762,x7763),f27(x7761,x7764,x7763))+~E(x7762,x7764)), 2.79/2.99 inference(rename_variables,[],[14])). 2.79/2.99 cnf(778,plain, 2.79/2.99 (E(f27(x7781,x7782,x7783),f27(x7781,x7784,x7783))+~E(x7782,x7784)), 2.79/2.99 inference(rename_variables,[],[14])). 2.79/2.99 cnf(781,plain, 2.79/2.99 (E(f27(x7811,x7812,x7813),f27(x7811,x7812,x7814))+~E(x7813,x7814)), 2.79/2.99 inference(rename_variables,[],[15])). 2.79/2.99 cnf(783,plain, 2.79/2.99 (E(f27(x7831,x7832,x7833),f27(x7831,x7832,x7834))+~E(x7833,x7834)), 2.79/2.99 inference(rename_variables,[],[15])). 2.79/2.99 cnf(785,plain, 2.79/2.99 (E(f27(x7851,x7852,x7853),f27(x7851,x7852,x7854))+~E(x7853,x7854)), 2.79/2.99 inference(rename_variables,[],[15])). 2.79/2.99 cnf(788,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),x7881),x7881),f25(a2,f25(a2,f23(a2),x7882),x7882))+~P26(a2,x7881,x7882)), 2.79/2.99 inference(rename_variables,[],[203])). 2.79/2.99 cnf(790,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),x7901),x7901),f25(a2,f25(a2,f23(a2),x7902),x7902))+~P26(a2,x7901,x7902)), 2.79/2.99 inference(rename_variables,[],[203])). 2.79/2.99 cnf(792,plain, 2.79/2.99 (P26(a2,f25(a2,f25(a2,f23(a2),x7921),x7921),f25(a2,f25(a2,f23(a2),x7922),x7922))+~P26(a2,x7921,x7922)), 2.79/2.99 inference(rename_variables,[],[203])). 2.79/2.99 cnf(795,plain, 2.79/2.99 (P26(a2,x7951,f25(a2,x7952,f23(a2)))+~P26(a2,x7951,x7952)), 2.79/2.99 inference(rename_variables,[],[172])). 2.79/2.99 cnf(797,plain, 2.79/2.99 (P26(a2,x7971,f25(a2,x7972,f23(a2)))+~P26(a2,x7971,x7972)), 2.79/2.99 inference(rename_variables,[],[172])). 2.79/2.99 cnf(799,plain, 2.79/2.99 (P26(a2,x7991,f25(a2,x7992,f23(a2)))+~P26(a2,x7991,x7992)), 2.79/2.99 inference(rename_variables,[],[172])). 2.79/2.99 cnf(802,plain, 2.79/2.99 (~E(f25(a2,x8021,x8021),f25(a2,x8022,x8022))+E(x8021,x8022)), 2.79/2.99 inference(rename_variables,[],[145])). 2.79/2.99 cnf(804,plain, 2.79/2.99 (~E(f25(a2,x8041,x8041),f25(a2,x8042,x8042))+E(x8041,x8042)), 2.79/2.99 inference(rename_variables,[],[145])). 2.79/2.99 cnf(806,plain, 2.79/2.99 (~E(f25(a2,x8061,x8061),f25(a2,x8062,x8062))+E(x8061,x8062)), 2.79/2.99 inference(rename_variables,[],[145])). 2.79/2.99 cnf(809,plain, 2.79/2.99 (E(f25(x8091,x8092,x8093),f25(x8091,x8094,x8093))+~E(x8092,x8094)), 2.79/2.99 inference(rename_variables,[],[9])). 2.79/2.99 cnf(811,plain, 2.79/2.99 (E(f25(x8111,x8112,x8113),f25(x8111,x8114,x8113))+~E(x8112,x8114)), 2.79/2.99 inference(rename_variables,[],[9])). 2.79/2.99 cnf(813,plain, 2.79/2.99 (E(f25(x8131,x8132,x8133),f25(x8131,x8134,x8133))+~E(x8132,x8134)), 2.79/2.99 inference(rename_variables,[],[9])). 2.79/2.99 cnf(816,plain, 2.79/2.99 (E(f23(x8161),f23(x8162))+~E(x8161,x8162)), 2.79/2.99 inference(rename_variables,[],[7])). 2.79/2.99 cnf(818,plain, 2.79/2.99 (E(f23(x8181),f23(x8182))+~E(x8181,x8182)), 2.79/2.99 inference(rename_variables,[],[7])). 2.79/2.99 cnf(820,plain, 2.79/2.99 (E(f23(x8201),f23(x8202))+~E(x8201,x8202)), 2.79/2.99 inference(rename_variables,[],[7])). 2.79/2.99 cnf(823,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x8231),x8231),f1(a2))+P26(a2,x8231,f1(a2))), 2.79/2.99 inference(rename_variables,[],[199])). 2.79/2.99 cnf(825,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x8251),x8251),f1(a2))+P26(a2,x8251,f1(a2))), 2.79/2.99 inference(rename_variables,[],[199])). 2.79/2.99 cnf(827,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x8271),x8271),f1(a2))+P26(a2,x8271,f1(a2))), 2.79/2.99 inference(rename_variables,[],[199])). 2.79/2.99 cnf(830,plain, 2.79/2.99 (E(f21(x8301,x8302),f21(x8303,x8302))+~E(x8301,x8303)), 2.79/2.99 inference(rename_variables,[],[11])). 2.79/2.99 cnf(832,plain, 2.79/2.99 (E(f21(x8321,x8322),f21(x8323,x8322))+~E(x8321,x8323)), 2.79/2.99 inference(rename_variables,[],[11])). 2.79/2.99 cnf(834,plain, 2.79/2.99 (E(f21(x8341,x8342),f21(x8343,x8342))+~E(x8341,x8343)), 2.79/2.99 inference(rename_variables,[],[11])). 2.79/2.99 cnf(837,plain, 2.79/2.99 (~P26(a2,f25(a2,x8371,x8371),f25(a2,x8372,x8372))+P26(a2,x8371,x8372)), 2.79/2.99 inference(rename_variables,[],[188])). 2.79/2.99 cnf(839,plain, 2.79/2.99 (~P26(a2,f25(a2,x8391,x8391),f25(a2,x8392,x8392))+P26(a2,x8391,x8392)), 2.79/2.99 inference(rename_variables,[],[188])). 2.79/2.99 cnf(841,plain, 2.79/2.99 (~P26(a2,f25(a2,x8411,x8411),f25(a2,x8412,x8412))+P26(a2,x8411,x8412)), 2.79/2.99 inference(rename_variables,[],[188])). 2.79/2.99 cnf(844,plain, 2.79/2.99 (P26(a2,a3,f25(a2,x8441,x8441))+~P26(a2,a3,x8441)), 2.79/2.99 inference(rename_variables,[],[169])). 2.79/2.99 cnf(846,plain, 2.79/2.99 (P26(a2,a3,f25(a2,x8461,x8461))+~P26(a2,a3,x8461)), 2.79/2.99 inference(rename_variables,[],[169])). 2.79/2.99 cnf(848,plain, 2.79/2.99 (P26(a2,a3,f25(a2,x8481,x8481))+~P26(a2,a3,x8481)), 2.79/2.99 inference(rename_variables,[],[169])). 2.79/2.99 cnf(851,plain, 2.79/2.99 (E(f27(x8511,x8512,x8513),f27(x8514,x8512,x8513))+~E(x8511,x8514)), 2.79/2.99 inference(rename_variables,[],[13])). 2.79/2.99 cnf(853,plain, 2.79/2.99 (E(f27(x8531,x8532,x8533),f27(x8534,x8532,x8533))+~E(x8531,x8534)), 2.79/2.99 inference(rename_variables,[],[13])). 2.79/2.99 cnf(855,plain, 2.79/2.99 (E(f27(x8551,x8552,x8553),f27(x8554,x8552,x8553))+~E(x8551,x8554)), 2.79/2.99 inference(rename_variables,[],[13])). 2.79/2.99 cnf(858,plain, 2.79/2.99 (~E(f25(a2,x8581,x8581),a3)+E(x8581,a3)), 2.79/2.99 inference(rename_variables,[],[124])). 2.79/2.99 cnf(860,plain, 2.79/2.99 (~E(f25(a2,x8601,x8601),a3)+E(x8601,a3)), 2.79/2.99 inference(rename_variables,[],[124])). 2.79/2.99 cnf(862,plain, 2.79/2.99 (~E(f25(a2,x8621,x8621),a3)+E(x8621,a3)), 2.79/2.99 inference(rename_variables,[],[124])). 2.79/2.99 cnf(865,plain, 2.79/2.99 (E(f22(x8651,x8652),f22(x8653,x8652))+~E(x8651,x8653)), 2.79/2.99 inference(rename_variables,[],[16])). 2.79/2.99 cnf(867,plain, 2.79/2.99 (E(f22(x8671,x8672),f22(x8673,x8672))+~E(x8671,x8673)), 2.79/2.99 inference(rename_variables,[],[16])). 2.79/2.99 cnf(869,plain, 2.79/2.99 (E(f22(x8691,x8692),f22(x8693,x8692))+~E(x8691,x8693)), 2.79/2.99 inference(rename_variables,[],[16])). 2.79/2.99 cnf(872,plain, 2.79/2.99 (E(f22(x8721,x8722),f22(x8721,x8723))+~E(x8722,x8723)), 2.79/2.99 inference(rename_variables,[],[17])). 2.79/2.99 cnf(874,plain, 2.79/2.99 (E(f22(x8741,x8742),f22(x8741,x8743))+~E(x8742,x8743)), 2.79/2.99 inference(rename_variables,[],[17])). 2.79/2.99 cnf(876,plain, 2.79/2.99 (E(f22(x8761,x8762),f22(x8761,x8763))+~E(x8762,x8763)), 2.79/2.99 inference(rename_variables,[],[17])). 2.79/2.99 cnf(879,plain, 2.79/2.99 (P26(a2,x8791,f25(a2,x8792,f23(a2)))+~E(x8791,x8792)), 2.79/2.99 inference(rename_variables,[],[144])). 2.79/2.99 cnf(881,plain, 2.79/2.99 (P26(a2,x8811,f25(a2,x8812,f23(a2)))+~E(x8811,x8812)), 2.79/2.99 inference(rename_variables,[],[144])). 2.79/2.99 cnf(883,plain, 2.79/2.99 (P26(a2,x8831,f25(a2,x8832,f23(a2)))+~E(x8831,x8832)), 2.79/2.99 inference(rename_variables,[],[144])). 2.79/2.99 cnf(886,plain, 2.79/2.99 (P26(a6,f18(a6,x8861),x8862)+~P26(a6,x8861,x8862)), 2.79/2.99 inference(rename_variables,[],[141])). 2.79/2.99 cnf(888,plain, 2.79/2.99 (P26(a6,f18(a6,x8881),x8882)+~P26(a6,x8881,x8882)), 2.79/2.99 inference(rename_variables,[],[141])). 2.79/2.99 cnf(890,plain, 2.79/2.99 (P26(a6,f18(a6,x8901),x8902)+~P26(a6,x8901,x8902)), 2.79/2.99 inference(rename_variables,[],[141])). 2.79/2.99 cnf(893,plain, 2.79/2.99 (P26(a2,f25(a2,x8931,x8931),f25(a2,x8932,x8932))+~P26(a2,x8931,x8932)), 2.79/2.99 inference(rename_variables,[],[185])). 2.79/2.99 cnf(895,plain, 2.79/2.99 (P26(a2,f25(a2,x8951,x8951),f25(a2,x8952,x8952))+~P26(a2,x8951,x8952)), 2.79/2.99 inference(rename_variables,[],[185])). 2.79/2.99 cnf(897,plain, 2.79/2.99 (P26(a2,f25(a2,x8971,x8971),f25(a2,x8972,x8972))+~P26(a2,x8971,x8972)), 2.79/2.99 inference(rename_variables,[],[185])). 2.79/2.99 cnf(900,plain, 2.79/2.99 (E(f18(x9001,x9002),f18(x9001,x9003))+~E(x9002,x9003)), 2.79/2.99 inference(rename_variables,[],[6])). 2.79/2.99 cnf(902,plain, 2.79/2.99 (E(f18(x9021,x9022),f18(x9021,x9023))+~E(x9022,x9023)), 2.79/2.99 inference(rename_variables,[],[6])). 2.79/2.99 cnf(904,plain, 2.79/2.99 (E(f18(x9041,x9042),f18(x9041,x9043))+~E(x9042,x9043)), 2.79/2.99 inference(rename_variables,[],[6])). 2.79/2.99 cnf(907,plain, 2.79/2.99 (E(f25(a2,x9071,x9071),a3)+~E(a3,x9071)), 2.79/2.99 inference(rename_variables,[],[117])). 2.79/2.99 cnf(909,plain, 2.79/2.99 (E(f25(a2,x9091,x9091),a3)+~E(a3,x9091)), 2.79/2.99 inference(rename_variables,[],[117])). 2.79/2.99 cnf(911,plain, 2.79/2.99 (E(f25(a2,x9111,x9111),a3)+~E(a3,x9111)), 2.79/2.99 inference(rename_variables,[],[117])). 2.79/2.99 cnf(914,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x9141),x9141),f25(a2,f25(a2,f23(a2),x9142),x9142))+P26(a2,x9141,x9142)), 2.79/2.99 inference(rename_variables,[],[209])). 2.79/2.99 cnf(916,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x9161),x9161),f25(a2,f25(a2,f23(a2),x9162),x9162))+P26(a2,x9161,x9162)), 2.79/2.99 inference(rename_variables,[],[209])). 2.79/2.99 cnf(918,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x9181),x9181),f25(a2,f25(a2,f23(a2),x9182),x9182))+P26(a2,x9181,x9182)), 2.79/2.99 inference(rename_variables,[],[209])). 2.79/2.99 cnf(921,plain, 2.79/2.99 (~E(x9211,x9212)+E(x9212,x9211)), 2.79/2.99 inference(rename_variables,[],[2])). 2.79/2.99 cnf(923,plain, 2.79/2.99 (~E(x9231,x9232)+E(x9232,x9231)), 2.79/2.99 inference(rename_variables,[],[2])). 2.79/2.99 cnf(925,plain, 2.79/2.99 (~E(x9251,x9252)+E(x9252,x9251)), 2.79/2.99 inference(rename_variables,[],[2])). 2.79/2.99 cnf(928,plain, 2.79/2.99 (E(f1(x9281),f1(x9282))+~E(x9281,x9282)), 2.79/2.99 inference(rename_variables,[],[4])). 2.79/2.99 cnf(930,plain, 2.79/2.99 (E(f1(x9301),f1(x9302))+~E(x9301,x9302)), 2.79/2.99 inference(rename_variables,[],[4])). 2.79/2.99 cnf(932,plain, 2.79/2.99 (E(f1(x9321),f1(x9322))+~E(x9321,x9322)), 2.79/2.99 inference(rename_variables,[],[4])). 2.79/2.99 cnf(935,plain, 2.79/2.99 (~P26(a2,f25(a2,x9351,x9351),a3)+P26(a2,x9351,a3)), 2.79/2.99 inference(rename_variables,[],[175])). 2.79/2.99 cnf(937,plain, 2.79/2.99 (~P26(a2,f25(a2,x9371,x9371),a3)+P26(a2,x9371,a3)), 2.79/2.99 inference(rename_variables,[],[175])). 2.79/2.99 cnf(939,plain, 2.79/2.99 (~P26(a2,f25(a2,x9391,x9391),a3)+P26(a2,x9391,a3)), 2.79/2.99 inference(rename_variables,[],[175])). 2.79/2.99 cnf(942,plain, 2.79/2.99 (E(f25(a2,x9421,x9421),a3)+~E(x9421,a3)), 2.79/2.99 inference(rename_variables,[],[116])). 2.79/2.99 cnf(944,plain, 2.79/2.99 (E(f25(a2,x9441,x9441),a3)+~E(x9441,a3)), 2.79/2.99 inference(rename_variables,[],[116])). 2.79/2.99 cnf(946,plain, 2.79/2.99 (E(f25(a2,x9461,x9461),a3)+~E(x9461,a3)), 2.79/2.99 inference(rename_variables,[],[116])). 2.79/2.99 cnf(949,plain, 2.79/2.99 (~E(f22(a2,x9491),f22(a2,x9492))+E(x9491,x9492)), 2.79/2.99 inference(rename_variables,[],[114])). 2.79/2.99 cnf(951,plain, 2.79/2.99 (~E(f22(a2,x9511),f22(a2,x9512))+E(x9511,x9512)), 2.79/2.99 inference(rename_variables,[],[114])). 2.79/2.99 cnf(953,plain, 2.79/2.99 (~E(f22(a2,x9531),f22(a2,x9532))+E(x9531,x9532)), 2.79/2.99 inference(rename_variables,[],[114])). 2.79/2.99 cnf(956,plain, 2.79/2.99 (E(f25(x9561,x9562,x9563),f25(x9564,x9562,x9563))+~E(x9561,x9564)), 2.79/2.99 inference(rename_variables,[],[8])). 2.79/2.99 cnf(958,plain, 2.79/2.99 (E(f25(x9581,x9582,x9583),f25(x9584,x9582,x9583))+~E(x9581,x9584)), 2.79/2.99 inference(rename_variables,[],[8])). 2.79/2.99 cnf(960,plain, 2.79/2.99 (E(f25(x9601,x9602,x9603),f25(x9604,x9602,x9603))+~E(x9601,x9604)), 2.79/2.99 inference(rename_variables,[],[8])). 2.79/2.99 cnf(963,plain, 2.79/2.99 (~P26(a2,f21(a2,x9631),f21(a2,x9632))+P26(a2,x9631,x9632)), 2.79/2.99 inference(rename_variables,[],[165])). 2.79/2.99 cnf(965,plain, 2.79/2.99 (~P26(a2,f21(a2,x9651),f21(a2,x9652))+P26(a2,x9651,x9652)), 2.79/2.99 inference(rename_variables,[],[165])). 2.79/2.99 cnf(967,plain, 2.79/2.99 (~P26(a2,f21(a2,x9671),f21(a2,x9672))+P26(a2,x9671,x9672)), 2.79/2.99 inference(rename_variables,[],[165])). 2.79/2.99 cnf(970,plain, 2.79/2.99 (P26(a6,x9701,f18(a6,x9702))+~P26(a6,x9701,x9702)), 2.79/2.99 inference(rename_variables,[],[140])). 2.79/2.99 cnf(972,plain, 2.79/2.99 (P26(a6,x9721,f18(a6,x9722))+~P26(a6,x9721,x9722)), 2.79/2.99 inference(rename_variables,[],[140])). 2.79/2.99 cnf(974,plain, 2.79/2.99 (P26(a6,x9741,f18(a6,x9742))+~P26(a6,x9741,x9742)), 2.79/2.99 inference(rename_variables,[],[140])). 2.79/2.99 cnf(977,plain, 2.79/2.99 (E(f18(x9771,x9772),f18(x9773,x9772))+~E(x9771,x9773)), 2.79/2.99 inference(rename_variables,[],[5])). 2.79/2.99 cnf(979,plain, 2.79/2.99 (E(f18(x9791,x9792),f18(x9793,x9792))+~E(x9791,x9793)), 2.79/2.99 inference(rename_variables,[],[5])). 2.79/2.99 cnf(981,plain, 2.79/2.99 (E(f18(x9811,x9812),f18(x9813,x9812))+~E(x9811,x9813)), 2.79/2.99 inference(rename_variables,[],[5])). 2.79/2.99 cnf(984,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x9841),x9841),a3)+P26(a2,x9841,a3)), 2.79/2.99 inference(rename_variables,[],[197])). 2.79/2.99 cnf(986,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x9861),x9861),a3)+P26(a2,x9861,a3)), 2.79/2.99 inference(rename_variables,[],[197])). 2.79/2.99 cnf(988,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x9881),x9881),a3)+P26(a2,x9881,a3)), 2.79/2.99 inference(rename_variables,[],[197])). 2.79/2.99 cnf(991,plain, 2.79/2.99 (~E(f25(a2,f25(a2,f23(a2),x9911),x9911),f25(a2,f25(a2,f23(a2),x9912),x9912))+E(x9911,x9912)), 2.79/2.99 inference(rename_variables,[],[191])). 2.79/2.99 cnf(993,plain, 2.79/2.99 (~E(f25(a2,f25(a2,f23(a2),x9931),x9931),f25(a2,f25(a2,f23(a2),x9932),x9932))+E(x9931,x9932)), 2.79/2.99 inference(rename_variables,[],[191])). 2.79/2.99 cnf(995,plain, 2.79/2.99 (~E(f25(a2,f25(a2,f23(a2),x9951),x9951),f25(a2,f25(a2,f23(a2),x9952),x9952))+E(x9951,x9952)), 2.79/2.99 inference(rename_variables,[],[191])). 2.79/2.99 cnf(998,plain, 2.79/2.99 (E(f24(x9981),f24(x9982))+~E(x9981,x9982)), 2.79/2.99 inference(rename_variables,[],[18])). 2.79/2.99 cnf(1000,plain, 2.79/2.99 (E(f24(x10001),f24(x10002))+~E(x10001,x10002)), 2.79/2.99 inference(rename_variables,[],[18])). 2.79/2.99 cnf(1002,plain, 2.79/2.99 (E(f24(x10021),f24(x10022))+~E(x10021,x10022)), 2.79/2.99 inference(rename_variables,[],[18])). 2.79/2.99 cnf(1005,plain, 2.79/2.99 (~E(f25(a2,x10051,x10051),a3)+E(a3,x10051)), 2.79/2.99 inference(rename_variables,[],[125])). 2.79/2.99 cnf(1009,plain, 2.79/2.99 (P26(a2,f21(a2,x10091),f21(a2,x10092))+~P26(a2,x10091,x10092)), 2.79/2.99 inference(rename_variables,[],[156])). 2.79/2.99 cnf(1011,plain, 2.79/2.99 (P26(a2,f21(a2,x10111),f21(a2,x10112))+~P26(a2,x10111,x10112)), 2.79/2.99 inference(rename_variables,[],[156])). 2.79/2.99 cnf(1013,plain, 2.79/2.99 (P26(a2,f21(a2,x10131),f21(a2,x10132))+~P26(a2,x10131,x10132)), 2.79/2.99 inference(rename_variables,[],[156])). 2.79/2.99 cnf(1016,plain, 2.79/2.99 (~P26(a2,a3,f25(a2,x10161,x10161))+P26(a2,a3,x10161)), 2.79/2.99 inference(rename_variables,[],[176])). 2.79/2.99 cnf(1018,plain, 2.79/2.99 (~P26(a2,a3,f25(a2,x10181,x10181))+P26(a2,a3,x10181)), 2.79/2.99 inference(rename_variables,[],[176])). 2.79/2.99 cnf(1020,plain, 2.79/2.99 (~P26(a2,a3,f25(a2,x10201,x10201))+P26(a2,a3,x10201)), 2.79/2.99 inference(rename_variables,[],[176])). 2.79/2.99 cnf(1023,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x10231),x10231),f25(a2,x10232,x10232))+P26(a2,x10231,x10232)), 2.79/2.99 inference(rename_variables,[],[205])). 2.79/2.99 cnf(1025,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x10251),x10251),f25(a2,x10252,x10252))+P26(a2,x10251,x10252)), 2.79/2.99 inference(rename_variables,[],[205])). 2.79/2.99 cnf(1027,plain, 2.79/2.99 (~P26(a2,f25(a2,f25(a2,f23(a2),x10271),x10271),f25(a2,x10272,x10272))+P26(a2,x10271,x10272)), 2.79/2.99 inference(rename_variables,[],[205])). 2.79/2.99 cnf(1030,plain, 2.79/2.99 (~P26(a2,f25(a2,x10301,x10301),f1(a2))+P26(a2,x10301,f1(a2))), 2.79/2.99 inference(rename_variables,[],[177])). 2.79/2.99 cnf(1032,plain, 2.79/2.99 (~P26(a2,f25(a2,x10321,x10321),f1(a2))+P26(a2,x10321,f1(a2))), 2.79/2.99 inference(rename_variables,[],[177])). 2.79/2.99 cnf(1034,plain, 2.79/2.99 (~P26(a2,f25(a2,x10341,x10341),f1(a2))+P26(a2,x10341,f1(a2))), 2.79/2.99 inference(rename_variables,[],[177])). 2.79/2.99 cnf(1037,plain, 2.79/2.99 (P26(a2,f25(a2,x10371,x10372),f25(a2,x10373,x10372))+~P26(a2,x10371,x10373)), 2.79/2.99 inference(rename_variables,[],[183])). 2.79/2.99 cnf(1039,plain, 2.79/2.99 (P26(a2,f25(a2,x10391,x10392),f25(a2,x10393,x10392))+~P26(a2,x10391,x10393)), 2.79/2.99 inference(rename_variables,[],[183])). 2.79/2.99 cnf(1041,plain, 2.79/2.99 (P26(a2,f25(a2,x10411,x10412),f25(a2,x10413,x10412))+~P26(a2,x10411,x10413)), 2.79/2.99 inference(rename_variables,[],[183])). 2.79/2.99 cnf(1044,plain, 2.79/2.99 (E(f25(x10441,x10442,x10443),f25(x10441,x10442,x10444))+~E(x10443,x10444)), 2.79/2.99 inference(rename_variables,[],[10])). 2.79/2.99 cnf(1046,plain, 2.79/2.99 (E(f25(x10461,x10462,x10463),f25(x10461,x10462,x10464))+~E(x10463,x10464)), 2.79/2.99 inference(rename_variables,[],[10])). 2.79/2.99 cnf(1048,plain, 2.79/2.99 (E(f25(x10481,x10482,x10483),f25(x10481,x10482,x10484))+~E(x10483,x10484)), 2.79/2.99 inference(rename_variables,[],[10])). 2.79/2.99 cnf(1051,plain, 2.79/2.99 (E(f21(x10511,x10512),f21(x10511,x10513))+~E(x10512,x10513)), 2.79/2.99 inference(rename_variables,[],[12])). 2.79/2.99 cnf(1053,plain, 2.79/2.99 (E(f21(x10531,x10532),f21(x10531,x10533))+~E(x10532,x10533)), 2.79/2.99 inference(rename_variables,[],[12])). 2.79/2.99 cnf(1055,plain, 2.79/2.99 (E(f21(x10551,x10552),f21(x10551,x10553))+~E(x10552,x10553)), 2.79/2.99 inference(rename_variables,[],[12])). 2.79/2.99 cnf(1058,plain, 2.79/2.99 (E(f18(x10581,x10582),f1(x10581))+~E(f25(x10581,x10582,x10582),f1(x10581))+~P16(x10581)), 2.79/2.99 inference(rename_variables,[],[131])). 2.79/2.99 cnf(1062,plain, 2.79/2.99 (E(f27(x10621,x10622,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))),f1(x10621))+~E(f18(x10621,x10622),f1(x10621))+~P17(x10621)), 2.79/2.99 inference(rename_variables,[],[214])). 2.79/2.99 cnf(1066,plain, 2.79/2.99 (~P26(x10661,f1(x10661),f27(x10661,x10662,f21(a6,f25(a2,f25(a2,f25(a2,f23(a2),a3),a3),f25(a2,f25(a2,f23(a2),a3),a3)))))+~E(f18(x10661,x10662),f1(x10661))+~P4(x10661)), 2.79/2.99 inference(rename_variables,[],[218])). 2.79/2.99 cnf(1070,plain, 2.79/2.99 (P26(x10701,x10702,x10703)+~P26(x10704,x10702,x10703)+~E(x10704,x10701)), 2.79/2.99 inference(rename_variables,[],[23])). 2.79/2.99 cnf(1072,plain, 2.79/2.99 (P26(x10721,x10722,x10723)+~P26(x10724,x10722,x10723)+~E(x10724,x10721)), 2.79/2.99 inference(rename_variables,[],[23])). 2.79/2.99 cnf(1074,plain, 2.79/2.99 (P26(x10741,x10742,x10743)+~P26(x10744,x10742,x10743)+~E(x10744,x10741)), 2.79/2.99 inference(rename_variables,[],[23])). 2.79/2.99 cnf(1077,plain, 2.79/2.99 (~E(x10771,x10772)+E(x10773,x10772)+~E(x10773,x10771)), 2.79/2.99 inference(rename_variables,[],[3])). 2.79/2.99 cnf(1079,plain, 2.79/2.99 (~E(x10791,x10792)+E(x10793,x10792)+~E(x10793,x10791)), 2.79/2.99 inference(rename_variables,[],[3])). 2.79/2.99 cnf(1081,plain, 2.79/2.99 (~E(x10811,x10812)+E(x10813,x10812)+~E(x10813,x10811)), 2.79/2.99 inference(rename_variables,[],[3])). 2.79/2.99 cnf(1084,plain, 2.79/2.99 (P26(x10841,f18(x10841,x10842),x10843)+~P4(x10841)+~P26(x10841,x10842,x10843)), 2.79/2.99 inference(rename_variables,[],[149])). 2.79/2.99 cnf(1086,plain, 2.79/2.99 (P26(x10861,f18(x10861,x10862),x10863)+~P4(x10861)+~P26(x10861,x10862,x10863)), 2.79/2.99 inference(rename_variables,[],[149])). 2.79/2.99 cnf(1088,plain, 2.79/2.99 (P26(x10881,f18(x10881,x10882),x10883)+~P4(x10881)+~P26(x10881,x10882,x10883)), 2.79/2.99 inference(rename_variables,[],[149])). 2.79/2.99 cnf(1091,plain, 2.79/2.99 (P26(a2,x10911,x10912)+P26(a2,x10912,x10911)+E(x10912,x10911)), 2.79/2.99 inference(rename_variables,[],[129])). 2.79/2.99 cnf(1093,plain, 2.79/2.99 (P26(a2,x10931,x10932)+P26(a2,x10932,x10931)+E(x10932,x10931)), 2.79/2.99 inference(rename_variables,[],[129])). 2.79/2.99 cnf(1095,plain, 2.79/2.99 (P26(a2,x10951,x10952)+P26(a2,x10952,x10951)+E(x10952,x10951)), 2.79/2.99 inference(rename_variables,[],[129])). 2.79/2.99 cnf(1098,plain, 2.79/2.99 (P26(x10981,x10982,f1(x10981))+~P26(x10981,f25(x10981,x10982,x10982),f1(x10981))+~P4(x10981)), 2.79/2.99 inference(rename_variables,[],[180])). 2.79/2.99 cnf(1100,plain, 2.79/2.99 (P26(x11001,x11002,f1(x11001))+~P26(x11001,f25(x11001,x11002,x11002),f1(x11001))+~P4(x11001)), 2.79/2.99 inference(rename_variables,[],[180])). 2.79/2.99 cnf(1102,plain, 2.79/2.99 (P26(x11021,x11022,f1(x11021))+~P26(x11021,f25(x11021,x11022,x11022),f1(x11021))+~P4(x11021)), 2.79/2.99 inference(rename_variables,[],[180])). 2.79/2.99 cnf(1105,plain, 2.79/2.99 (~P26(x11051,x11052,x11053)+P26(x11051,x11054,x11053)+~E(x11052,x11054)), 2.79/2.99 inference(rename_variables,[],[24])). 2.79/2.99 cnf(1107,plain, 2.79/2.99 (~P26(x11071,x11072,x11073)+P26(x11071,x11074,x11073)+~E(x11072,x11074)), 2.79/2.99 inference(rename_variables,[],[24])). 2.79/2.99 cnf(1109,plain, 2.79/2.99 (~P26(x11091,x11092,x11093)+P26(x11091,x11094,x11093)+~E(x11092,x11094)), 2.79/2.99 inference(rename_variables,[],[24])). 2.79/2.99 cnf(1112,plain, 2.79/2.99 (~P26(x11121,x11122,x11123)+P26(x11121,x11122,x11124)+~E(x11123,x11124)), 2.79/2.99 inference(rename_variables,[],[25])). 2.79/2.99 cnf(1114,plain, 2.79/2.99 (~P26(x11141,x11142,x11143)+P26(x11141,x11142,x11144)+~E(x11143,x11144)), 2.79/2.99 inference(rename_variables,[],[25])). 2.79/2.99 cnf(1116,plain, 2.79/2.99 (~P26(x11161,x11162,x11163)+P26(x11161,x11162,x11164)+~E(x11163,x11164)), 2.79/2.99 inference(rename_variables,[],[25])). 2.79/2.99 cnf(1117,plain, 2.79/2.99 ($false), 2.79/2.99 inference(scs_inference,[],[95,575,593,747,240,233,247,268,277,279,286,312,256,242,282,579,244,577,595,751,586,246,590,604,239,600,598,235,583,597,591,230,36,480,446,471,626,361,484,421,423,531,522,545,556,425,698,705,676,547,743,671,700,649,642,524,428,651,745,678,702,404,475,644,526,368,427,675,535,632,573,673,394,420,388,392,477,56,55,105,196,767,769,771,14,774,776,778,15,781,783,785,203,788,790,792,172,795,797,799,145,802,804,806,9,809,811,813,7,816,818,820,199,823,825,827,11,830,832,834,188,837,839,841,169,844,846,848,13,851,853,855,124,858,860,862,16,865,867,869,17,872,874,876,144,879,881,883,141,886,888,890,185,893,895,897,6,900,902,904,117,907,909,911,209,914,916,918,2,921,923,925,4,928,930,932,175,935,937,939,116,942,944,946,114,949,951,953,8,956,958,960,165,963,965,967,140,970,972,974,5,977,979,981,197,984,986,988,191,991,993,995,18,998,1000,1002,125,1005,156,1009,1011,1013,176,1016,1018,1020,205,1023,1025,1027,177,1030,1032,1034,183,1037,1039,1041,10,1044,1046,1048,12,1051,1053,1055,131,1058,214,1062,218,1066,23,1070,1072,1074,3,1077,1079,1081,149,1084,1086,1088,129,1091,1093,1095,180,1098,1100,1102,24,1105,1107,1109,25,1112,1114,1116]), 2.79/2.99 ['proof']). 2.79/2.99 % SZS output end Proof 2.79/2.99 % Total time :2.060000s 2.94/3.02 EOF